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Computer Intensive Physics 211

Spring, 1998

Proposed course content outline and sequence


Week of January 12, 1998
LessonCruisin' the Mall and the MBL
Learning to search, cut and paste from the Mall. Introduction to MBL activities.
Kinematics with MBL.
-body motion
-constant velocity
-constant acceleration
Keywords: dimensional analysis, units, kinematics, displacement, velocity, acceleration,
translational motion, rectilinear motion

Week of January 19, 1998
Lesson 21D Dynamics (low friction w/ visible applied forces)
-define constant Fapp
-observe a( Fapp
-define F scale
-observe more stuff ( < a
-define static mass scale
-observe a((1/m)
-observe Fnet = (Fapp = ma
-observe First Law
i.e. if (Fapp = 0, then v=const.
Keywords: forces, mass, acceleration

Week of January 26, 1998
Lesson 31D Dynamics (invisible Forces)
-observe friction w/ visible drag as a "passive force"
-postulate friction as force
-observe vertical fall
-postulate constant gravitational force
-observe effects of strings and surfaces
-postulate Newton's third law to explain a= 0 cases
-postulate T and N as passive forces
Keywords: forces, mass, acceleration, friction, gravity, tension

Week of February 2, 1998
Lesson 42D Dynamics
-observe vector combination of forces
-discover rules for freebody diagrams and 2D problem solving
-apply Newton's laws to projectile, circular and inclined plane motion
Keywords: free body diagrams, Newton's Laws, planar motion, projectile motion, circular
motion, centripetal force
Thursday of the 4th Week:First Hour Exam - February 5th80 points
The exam will use the complete class period and will be part print
and part electronic.

Week of February 9, 1998
Lesson 5Momentum Conservation and Collisions
-Observe impulses and p-change
-Derive F[!]t=[!]p theorem from Newton's 2nd Law
-Use MBL to verify F[!]t=[!]p theorem experimentally
-predict interaction forces during collisions if m1>m1 or v1>v2
-Use MBL to observe interaction forces(F12 =-F21 always)
-Combine dynamic Third Law with F[!]t=[!]p to get 1D p-conservation
-Center-of-mass, 1D collisions, 2D collisions, and particle systems