modeling of microstrip cross junction using agilent ads
TRANSCRIPT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Cross JunctionSubmitted to ProfSrinivasa Rao Zinka
zinkavitacin
- By S SrinathKDinesh Kumar GuptaUdit Kalra
April 28 2013
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Microstrip Cross Junction
One of the most common applications of a cross junction is for therealization of low impedence stubs
When a low impedence stub has a strip width large enough to sustaintraverse resonance modes one of the possible solutions is to employtwo stubs in parallel connected on either side of the main line
The impedence of each of the equivalent stubs is equal to twice theimpedence of the simulated stubThe geometry of a microstrip crossjunction and its equivalent circuit are shown in the next slide
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Geometry Of A Microstrip Cross Junction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance And Inductance Of Cross Jn
Capacitance C+ has been calculated by Silvester and Benedek andtheir results are shown in the up-coming slides
Inductances associated with a cross junction have been computed byGopinath
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance Of Microstrip Cross Jn
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inductance Of A Microstrip Cross Junction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance And Inductance Of Cross Jn cont
The rsquoFiguresrsquo shown in the up-coming slides presents calculated val-ues of L1 normalized to Lw1h of the cross junction for different W1hand W2h
This same set of curves is to be used to estimate normalised L2 byinterchanging W1and W2 Calculated values of L3 normalised to Lw1hare shown in the next slide
Only one experimental point due to Easter is available for comparisonThe agreement is good for L1 and L2 but not for L3
Closed - form expressions for cross - junction discontinuities havebeen derived by curve fitting the available numerical results for ca-pacitances and inductances for ϵr = 99
The expressions are accurate to within 5 percent and are given as
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Formulas
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Image Files
lsquo
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Circuit View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Graph View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Output Result
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Microstrip Cross Junction
One of the most common applications of a cross junction is for therealization of low impedence stubs
When a low impedence stub has a strip width large enough to sustaintraverse resonance modes one of the possible solutions is to employtwo stubs in parallel connected on either side of the main line
The impedence of each of the equivalent stubs is equal to twice theimpedence of the simulated stubThe geometry of a microstrip crossjunction and its equivalent circuit are shown in the next slide
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Geometry Of A Microstrip Cross Junction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance And Inductance Of Cross Jn
Capacitance C+ has been calculated by Silvester and Benedek andtheir results are shown in the up-coming slides
Inductances associated with a cross junction have been computed byGopinath
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance Of Microstrip Cross Jn
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inductance Of A Microstrip Cross Junction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance And Inductance Of Cross Jn cont
The rsquoFiguresrsquo shown in the up-coming slides presents calculated val-ues of L1 normalized to Lw1h of the cross junction for different W1hand W2h
This same set of curves is to be used to estimate normalised L2 byinterchanging W1and W2 Calculated values of L3 normalised to Lw1hare shown in the next slide
Only one experimental point due to Easter is available for comparisonThe agreement is good for L1 and L2 but not for L3
Closed - form expressions for cross - junction discontinuities havebeen derived by curve fitting the available numerical results for ca-pacitances and inductances for ϵr = 99
The expressions are accurate to within 5 percent and are given as
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Formulas
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Image Files
lsquo
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Circuit View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Graph View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Output Result
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Microstrip Cross Junction
One of the most common applications of a cross junction is for therealization of low impedence stubs
When a low impedence stub has a strip width large enough to sustaintraverse resonance modes one of the possible solutions is to employtwo stubs in parallel connected on either side of the main line
The impedence of each of the equivalent stubs is equal to twice theimpedence of the simulated stubThe geometry of a microstrip crossjunction and its equivalent circuit are shown in the next slide
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Geometry Of A Microstrip Cross Junction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance And Inductance Of Cross Jn
Capacitance C+ has been calculated by Silvester and Benedek andtheir results are shown in the up-coming slides
Inductances associated with a cross junction have been computed byGopinath
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance Of Microstrip Cross Jn
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inductance Of A Microstrip Cross Junction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance And Inductance Of Cross Jn cont
The rsquoFiguresrsquo shown in the up-coming slides presents calculated val-ues of L1 normalized to Lw1h of the cross junction for different W1hand W2h
This same set of curves is to be used to estimate normalised L2 byinterchanging W1and W2 Calculated values of L3 normalised to Lw1hare shown in the next slide
Only one experimental point due to Easter is available for comparisonThe agreement is good for L1 and L2 but not for L3
Closed - form expressions for cross - junction discontinuities havebeen derived by curve fitting the available numerical results for ca-pacitances and inductances for ϵr = 99
The expressions are accurate to within 5 percent and are given as
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Formulas
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Image Files
lsquo
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Circuit View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Graph View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Output Result
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Microstrip Cross Junction
One of the most common applications of a cross junction is for therealization of low impedence stubs
When a low impedence stub has a strip width large enough to sustaintraverse resonance modes one of the possible solutions is to employtwo stubs in parallel connected on either side of the main line
The impedence of each of the equivalent stubs is equal to twice theimpedence of the simulated stubThe geometry of a microstrip crossjunction and its equivalent circuit are shown in the next slide
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Geometry Of A Microstrip Cross Junction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance And Inductance Of Cross Jn
Capacitance C+ has been calculated by Silvester and Benedek andtheir results are shown in the up-coming slides
Inductances associated with a cross junction have been computed byGopinath
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance Of Microstrip Cross Jn
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inductance Of A Microstrip Cross Junction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance And Inductance Of Cross Jn cont
The rsquoFiguresrsquo shown in the up-coming slides presents calculated val-ues of L1 normalized to Lw1h of the cross junction for different W1hand W2h
This same set of curves is to be used to estimate normalised L2 byinterchanging W1and W2 Calculated values of L3 normalised to Lw1hare shown in the next slide
Only one experimental point due to Easter is available for comparisonThe agreement is good for L1 and L2 but not for L3
Closed - form expressions for cross - junction discontinuities havebeen derived by curve fitting the available numerical results for ca-pacitances and inductances for ϵr = 99
The expressions are accurate to within 5 percent and are given as
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Formulas
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Image Files
lsquo
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Circuit View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Graph View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Output Result
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Geometry Of A Microstrip Cross Junction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance And Inductance Of Cross Jn
Capacitance C+ has been calculated by Silvester and Benedek andtheir results are shown in the up-coming slides
Inductances associated with a cross junction have been computed byGopinath
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance Of Microstrip Cross Jn
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inductance Of A Microstrip Cross Junction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance And Inductance Of Cross Jn cont
The rsquoFiguresrsquo shown in the up-coming slides presents calculated val-ues of L1 normalized to Lw1h of the cross junction for different W1hand W2h
This same set of curves is to be used to estimate normalised L2 byinterchanging W1and W2 Calculated values of L3 normalised to Lw1hare shown in the next slide
Only one experimental point due to Easter is available for comparisonThe agreement is good for L1 and L2 but not for L3
Closed - form expressions for cross - junction discontinuities havebeen derived by curve fitting the available numerical results for ca-pacitances and inductances for ϵr = 99
The expressions are accurate to within 5 percent and are given as
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Formulas
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Image Files
lsquo
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Circuit View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Graph View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Output Result
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance And Inductance Of Cross Jn
Capacitance C+ has been calculated by Silvester and Benedek andtheir results are shown in the up-coming slides
Inductances associated with a cross junction have been computed byGopinath
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance Of Microstrip Cross Jn
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inductance Of A Microstrip Cross Junction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance And Inductance Of Cross Jn cont
The rsquoFiguresrsquo shown in the up-coming slides presents calculated val-ues of L1 normalized to Lw1h of the cross junction for different W1hand W2h
This same set of curves is to be used to estimate normalised L2 byinterchanging W1and W2 Calculated values of L3 normalised to Lw1hare shown in the next slide
Only one experimental point due to Easter is available for comparisonThe agreement is good for L1 and L2 but not for L3
Closed - form expressions for cross - junction discontinuities havebeen derived by curve fitting the available numerical results for ca-pacitances and inductances for ϵr = 99
The expressions are accurate to within 5 percent and are given as
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Formulas
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Image Files
lsquo
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Circuit View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Graph View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Output Result
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance And Inductance Of Cross Jn
Capacitance C+ has been calculated by Silvester and Benedek andtheir results are shown in the up-coming slides
Inductances associated with a cross junction have been computed byGopinath
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance Of Microstrip Cross Jn
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inductance Of A Microstrip Cross Junction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance And Inductance Of Cross Jn cont
The rsquoFiguresrsquo shown in the up-coming slides presents calculated val-ues of L1 normalized to Lw1h of the cross junction for different W1hand W2h
This same set of curves is to be used to estimate normalised L2 byinterchanging W1and W2 Calculated values of L3 normalised to Lw1hare shown in the next slide
Only one experimental point due to Easter is available for comparisonThe agreement is good for L1 and L2 but not for L3
Closed - form expressions for cross - junction discontinuities havebeen derived by curve fitting the available numerical results for ca-pacitances and inductances for ϵr = 99
The expressions are accurate to within 5 percent and are given as
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Formulas
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Image Files
lsquo
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Circuit View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Graph View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Output Result
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance Of Microstrip Cross Jn
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inductance Of A Microstrip Cross Junction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance And Inductance Of Cross Jn cont
The rsquoFiguresrsquo shown in the up-coming slides presents calculated val-ues of L1 normalized to Lw1h of the cross junction for different W1hand W2h
This same set of curves is to be used to estimate normalised L2 byinterchanging W1and W2 Calculated values of L3 normalised to Lw1hare shown in the next slide
Only one experimental point due to Easter is available for comparisonThe agreement is good for L1 and L2 but not for L3
Closed - form expressions for cross - junction discontinuities havebeen derived by curve fitting the available numerical results for ca-pacitances and inductances for ϵr = 99
The expressions are accurate to within 5 percent and are given as
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Formulas
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Image Files
lsquo
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Circuit View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Graph View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Output Result
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inductance Of A Microstrip Cross Junction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance And Inductance Of Cross Jn cont
The rsquoFiguresrsquo shown in the up-coming slides presents calculated val-ues of L1 normalized to Lw1h of the cross junction for different W1hand W2h
This same set of curves is to be used to estimate normalised L2 byinterchanging W1and W2 Calculated values of L3 normalised to Lw1hare shown in the next slide
Only one experimental point due to Easter is available for comparisonThe agreement is good for L1 and L2 but not for L3
Closed - form expressions for cross - junction discontinuities havebeen derived by curve fitting the available numerical results for ca-pacitances and inductances for ϵr = 99
The expressions are accurate to within 5 percent and are given as
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Formulas
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Image Files
lsquo
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Circuit View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Graph View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Output Result
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Capacitance And Inductance Of Cross Jn cont
The rsquoFiguresrsquo shown in the up-coming slides presents calculated val-ues of L1 normalized to Lw1h of the cross junction for different W1hand W2h
This same set of curves is to be used to estimate normalised L2 byinterchanging W1and W2 Calculated values of L3 normalised to Lw1hare shown in the next slide
Only one experimental point due to Easter is available for comparisonThe agreement is good for L1 and L2 but not for L3
Closed - form expressions for cross - junction discontinuities havebeen derived by curve fitting the available numerical results for ca-pacitances and inductances for ϵr = 99
The expressions are accurate to within 5 percent and are given as
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Formulas
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Image Files
lsquo
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Circuit View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Graph View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Output Result
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Formulas
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Image Files
lsquo
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Circuit View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Graph View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Output Result
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Image Files
lsquo
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Circuit View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Graph View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Output Result
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Experimental Plots
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Image Files
lsquo
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Circuit View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Graph View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Output Result
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Image Files
lsquo
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Circuit View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Graph View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Output Result
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Image Files
lsquo
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Circuit View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Graph View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Output Result
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Circuit View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Graph View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Output Result
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Graph View
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Output Result
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Output Result
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
References
BAHLa R G amp I J (2007) Microstrip discontinuities
Gupta K (1996) Microstrip Lines and Slotlines Artech House Inc
Wu S-C (1990) rsquoMicrowave Theory and Techniques IEEETransactions onrsquo 1837- 1844
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Outline
1 Introduction
2 Some Basic Theory
3 ADS Simulation Results
4 Literature Survey
5 Conclusions
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT
Introduction Some Basic Theory ADS Simulation Results Literature Survey Conclusions
Inferences About Cross - Junction
The Cross Junction has been studied experimentally An approximatevalue of C+ may be calculated using C+ = 075Cm where Cmis the ca-pacitance of the uniform microstrip line of widest width in the crossjunction
Vector Calculus EE208 School of Electronics Engineering VIT