forces glider engineering challenge. newton’ s 1 st newton’s 2 nd fnet = ma weight f g = m g...

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Forces Glider Engineering Challenge tarting from the end and backwards planning

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Page 1: Forces Glider Engineering Challenge. Newton’ s 1 st Newton’s 2 nd Fnet = ma Weight F g = m g Spring F s = -kx Newton’ s 3 rd FBDs Culm. Activity

ForcesGlider Engineering Challenge

Starting from the end and backwards planning…

Page 2: Forces Glider Engineering Challenge. Newton’ s 1 st Newton’s 2 nd Fnet = ma Weight F g = m g Spring F s = -kx Newton’ s 3 rd FBDs Culm. Activity

Start with the PE

Page 3: Forces Glider Engineering Challenge. Newton’ s 1 st Newton’s 2 nd Fnet = ma Weight F g = m g Spring F s = -kx Newton’ s 3 rd FBDs Culm. Activity
Page 4: Forces Glider Engineering Challenge. Newton’ s 1 st Newton’s 2 nd Fnet = ma Weight F g = m g Spring F s = -kx Newton’ s 3 rd FBDs Culm. Activity
Page 5: Forces Glider Engineering Challenge. Newton’ s 1 st Newton’s 2 nd Fnet = ma Weight F g = m g Spring F s = -kx Newton’ s 3 rd FBDs Culm. Activity
Page 6: Forces Glider Engineering Challenge. Newton’ s 1 st Newton’s 2 nd Fnet = ma Weight F g = m g Spring F s = -kx Newton’ s 3 rd FBDs Culm. Activity
Page 7: Forces Glider Engineering Challenge. Newton’ s 1 st Newton’s 2 nd Fnet = ma Weight F g = m g Spring F s = -kx Newton’ s 3 rd FBDs Culm. Activity
Page 8: Forces Glider Engineering Challenge. Newton’ s 1 st Newton’s 2 nd Fnet = ma Weight F g = m g Spring F s = -kx Newton’ s 3 rd FBDs Culm. Activity

Forcesactivities

Conceptual development

* *

Page 9: Forces Glider Engineering Challenge. Newton’ s 1 st Newton’s 2 nd Fnet = ma Weight F g = m g Spring F s = -kx Newton’ s 3 rd FBDs Culm. Activity

Mystery Stations Qualitative Students rotate around stations

Observe Explain Guess at what they all have in common

Newton’s 1st Law–Inertia

Page 10: Forces Glider Engineering Challenge. Newton’ s 1 st Newton’s 2 nd Fnet = ma Weight F g = m g Spring F s = -kx Newton’ s 3 rd FBDs Culm. Activity

Carts & Masses Quantitative investigation Design and execute an experiment to

determine how the motion depends on applied force

Represent findings through a graph Newton’s 2nd Law Fnet = ma

Page 11: Forces Glider Engineering Challenge. Newton’ s 1 st Newton’s 2 nd Fnet = ma Weight F g = m g Spring F s = -kx Newton’ s 3 rd FBDs Culm. Activity

Force Meters Introduce force due to gravity Create home-made force meter Fgrav = mg Fspring = -kx

Page 12: Forces Glider Engineering Challenge. Newton’ s 1 st Newton’s 2 nd Fnet = ma Weight F g = m g Spring F s = -kx Newton’ s 3 rd FBDs Culm. Activity

Tug-of-War Quantitative Use force meters

to investigate action-reaction

Newton’s 3rd Law Fa,b = –Fb,a

a.

b.

c.

d.

Page 13: Forces Glider Engineering Challenge. Newton’ s 1 st Newton’s 2 nd Fnet = ma Weight F g = m g Spring F s = -kx Newton’ s 3 rd FBDs Culm. Activity

Force Stations Qualitative Quantitative Students rotate around stations

“Draw the forces” Free-Body Diagrams

Page 14: Forces Glider Engineering Challenge. Newton’ s 1 st Newton’s 2 nd Fnet = ma Weight F g = m g Spring F s = -kx Newton’ s 3 rd FBDs Culm. Activity

The Glider Engineering Challenge

Design and build a working glider Conduct an experiment to optimize the

design Design Report I

Analysis & FBDs Launch Competition Design Report II

Analysis of Launch & Reflection

Page 15: Forces Glider Engineering Challenge. Newton’ s 1 st Newton’s 2 nd Fnet = ma Weight F g = m g Spring F s = -kx Newton’ s 3 rd FBDs Culm. Activity

The Glider Engineering Challenge

Build a working glider Must slide freely in track Must have notch at nose for string

attachment Conduct an experiment to optimize one

aspect of the design Launch Competition

m = 5.70 kg