lesson plan of modeling ( students) 1 (1).xlsx10mt62

7/26/2019 Lesson Plan of Modeling ( Students) 1 (1).Xlsx10MT62

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Lesson Planning Sheet

Subject Code Name of Subject Taught Term Number of Students Department Name

10MT761 Real Time Systems Mechatronics ghana

Class Number Acrtual dates planned Lesson / Topic Coverage

Theory Coverage Tutorial / !

"rs

#ethodology

"rsLecturing

DictateAssign ment

$"%Lecturing

Notes LCD

1 8/1/2013 UNIT 1 Introduction to Real Time Systems 1 & ' & ' ' '

2 8/3/2013 Historical Background 1 & ' & ' ' '

3 8/16/2013 RTS definition 1 & ' & ' ' '

4 8/20/2013 Elements of Computer Control System 1 & ' & ' ' '

5 8/22/2013 Classification of Real-time systems 1 & ' & ' ' '

6 8/23/2013 Time constraints 1 & ' & ' ' '

7 8/26/2013 Classification of Programs 1 & ' & ' ' '

8 8/27/2013 UNIT-2 Concepts of computer control: Introduction 1 & ' & ' ' '

8/2/2013 Sequence Control 1 & ' & ' ' '

10 8/30/2013 Loop control 1 & ' & ' ' '

11 /2/2013Loop control

1 & ' & ' ' '

12 /3/2013 Supervisory control 1 & ' & ' ' '

13 /4/2013 Centralied computer control 1 & ' & ' ' '

14 /5/2013 !istri"uted system 1 & ' & ' ' '

15 /6/2013 Human-computer interface 1 & ' & ' ' '

16 /10/2013 Benefits of computer control systems 1 & ' & ' ' '

%roblemSolving


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17 /11/2013 1 & ' & ' ' '

18 /12/2013 #eneral purpose computer$ single c%ip microcontroller 1 & ' & ' ' '

1 /13/2013 1 & ' & ' ' '

20 /1/2013 Process-related &nterfaces 1 & ' & ' ' '

21 /20/2013 !ata transfer tec%niques 1 & ' & ' ' '

22 /23/2013 !ata transfer tec%niques 1 & ' & ' ' '

23 /24/2013 Communication 1 & ' & ' ' '24 /25/2013 Standard &nterface 1 & ' & ' ' '

25/26/2013

1 & ' & ' '

26 /27/2013 Real-time multi-tasking 'S 1 & ' & ' '

27 /30/2013 Sc%eduling strategies( Priority Structures 1 & ' & ' '

2810/1/2013

1 & ' & ' '

2 10/3/2013 )emory )anagement 1 & ' & ' '

30 10/7/2013 Code s%aring$ Resource control 1 & ' & ' '

31 10/8/2013 task co-operation and communication 1 & ' & ' '

32 10//2013 )utual e*clusion( !ata transfer 1 & ' & ' '

33 10/10/2013 Liveness$ )inimum 'S kernel 1 & ' & ' '34 10/11/2013 E*amples 1 & ' & ' '

35 10/22/2013 Unit 7: Desin of RTSS- !eneral Introduction 1 & ' & ' '

36 10/23/2013 &ntroduction 1 & ' & ' '

37 10/24/2013 Specification documentation 1 & ' & ' '

38 10/25/2013 Preliminary design 1 & ' & ' '

3 10/28/2013 single-program$ +oreground,"ack 1 & ' & ' '

40 10/2/2013 )ulti-tasking approac%$ )utual e*clusion$ )onitors 1 & ' & ' '

Unit-":Computer #ard$are re%uirements for RTS:&ntroduction

specialied processors

Unit & ' (: )peratin Systems: &ntroduction

Task management$ Sc%eduler and real-time clock interrupt%andles


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41 10/30/2013 1 & ' & ' '

4210/31/2013

1 & ' & ' '

43

11/5/2013

1 & ' & ' '

44

11/6/2013

1 & ' & ' '

45 11/7/2013 1 & ' & ' '

46 11/8/2013 E*ception Handling$ Lo-level facilities 1 & ' & ' '

47 11/15/2013 Co routines$ &nterrupts and !evice %andling 1 & ' & ' '

48 11/18/2013 concurrency$ Real-time support 1 & ' & ' '

4 11/1/2013 'vervie of real-time languages 1 & ' & ' '

50

51

52

53

54

5556

57

58

5

60

61

62

63

Unit *: RTS de+elopment met,odoloies:Introduction.ourdon /et,odoloy

Requirement definition for drying 'ven$ .ard and )ellr)et%od$ Hately and Pir"%ai met%od

Unit 0: anuaes for Real-Time applications:&ntroduction

Synta* layout and reada"ility$ declaration and &nitialiation

of /aria"les and Constants)odularity and /aria"les( Compilation( !ata types$ ControlStructure


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Faculty Time as prescribed Syllabus Students are from

Lectures Tutorials %ractical $(n Dept) service Dept)

M Sinth 52 &

Classes Coverage Laboratory CoverageActual Dates ngaged

#ethodology

"rs

#ethodology

Assignment Demo *isit Theory Tutorial LabRemar!s

' ' ' ' 8/1/2013 ' '

' ' ' ' 8/3/2013 ' '

' ' ' ' 8/20/2013 ' ' "oli#ay $eclaire#

' ' ' ' 8/22/2013 ' '

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' ' ' ' 8/26/2013 ' '

' ' ' ' 8/27/2013 ' '

' ' ' ' 8/2/2013 ' '

' ' ' ' 8/30/2013 ' '

' ' ' ' /3/2013 ' '

' ' ' ' /4/2013 ' ' %n Lea&e

' ' ' ' /5/2013 ' '

' ' ' ' /6/2013 ' '

' ' ' ' /6/2013 ' '

' ' ' ' /12/2013 ' '

' ' ' ' /12/2013 ' ' %n Lea&e

%roblemSolving

"ands on%ractice


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Contents

1 1 c%apter 0 1 &ntroduction$ discusssion of C'2s 3 P'2s L'$ #is(lay

2 1 Component of a system 4 Continuous and discrets systems 'hal! an# tal!

3 1 simulation study 'hal! an# tal!

4 1pro"lems on event occurrence 'hal! an# tal!

5 1pro"lems (ro)lem sol&ing

6 1 queueing and pro"lems (ro)lem sol&ing


8 1 inventory system $ pro"lems 'hal! an# tal!

2 C%apter56 &ntroduction 'hal! an# tal!

10 2 manual simulation using event sc%eduling 'hal! an# tal!

11 2pro"lems on single c%annel queue (ro)lem sol&ing

12 2pro"lems on 5 server queue (ro)lem sol&ing


14 2pro"lems 'hal! an# tal!

15 2 inventory system $ netork model of a pro7ect 'hal! an# tal!

16 3 c%apter 86 Random num"er generation 'hal! an# tal!

17 3pseudo random num"ers 'hal! an# tal!

18 3 tec%niques of R 9 genneration 'hal! an# tal!

1 3 Lenear congruential test pro"lems 'hal! an# tal!


21 3 com"ined lenear congruential test 'hal! an# tal!

22 3 test for R(9$ :-S Test 'hal! an# tal!

23 3pro"lem (ro)lem sol&ing

24 3 C%i Squre Test pro"lem (ro)lem sol&ing

25 3#ap test

(ro)lem sol&ing

26 3poker test

(ro)lem sol&ing

27 3

run test$)onte carlo computation /s Stoc%astic simulation

'hal! an# tal!28 7 C%apter ; 6 !ata collection 'hal! an# tal!

2 7parameter estimarion 'hal! an# tal!

30 7 good ness of fit test 'hal! an# tal!



33 7 c%i square test 'hal! an# tal!


#rNo

UnitNo

Teac,in 3id and/et,odoloy


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35 7

verification and validation

'hal! an# tal!

36 8

c%apter 6emperical and uniform distri"ution 'hal! an# tal!

43 5poisson distri"ution 'hal! an# tal!

44 5 geometric distri"ution 'hal! an# tal!

45 5 acceptance 4 re7ection tec%nique 'hal! an# tal!

46 5 gamma distri"ution( 'hal! an# tal!


48 6c%apter ? evaluation of simulation e*periment

'hal! an# tal!

4 6 variance reduction tec%nique 'hal! an# tal!

50 6 antit%etic varia"les 'hal! an# tal!

51 6

varia"le verification

'hal! an# tal!

52 6 validation of simulation models 'hal! an# tal!

53 4 C%apter @6 /ariate generation 'hal! an# tal!

54 4 inverse transformation 'hal! an# tal!

55 4 Aniform( Triangular$ ei"ull$ 'hal! an# tal!

56 4 empirical$ uniform and discrete distri"ution 'hal! an# tal!57 4 =cceptance re7ection met%od for Poisson and gamma distri"ution'hal! an# tal!

58 4 !irect Transformation for normal distri"ution 'hal! an# tal!




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lesson plan of modeling ( students) 1 (1).xlsx10mt62

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