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Aim Given the initial speed ( m / sec ) and the launch angle ( in degrees ) of a point particle projectile calculate the
Aim Given the initial speed msec and the launch angle in degrees of a point particle projectile calculate the trajectory x and z values, in meters as a function of time in the presence of air friction. Background This question is a generalization of project SFrictionD Almost all instructions are valid here as well. The equation in this case involves vectors: matmgzrho ACdvv where rho is air density, A is the cross section area of the object, Cd is a geometric constant. The drag force the second term is always in opposite direction to the velocity. List of Tasks Your code should follow the same guidelines as SFrictionD but the angle in degrees and the initial velocity in ms have to be inputted. Your code should produce SfricDdat file with two columns, x and z values in meters. Hints Remember that the math.sin and math.cos functions work only with angles in radians. Check the example below and note the asymmetric trajectory due to the air drag. Allowed Libraries math random mathplotlib.pyplot or any other equivalent plotting library
Aim
Given the initial speed msec and the launch angle in degrees of a point particle projectile calculate the trajectory x and z values, in meters as a function of time in the presence of air friction.
Background
This question is a generalization of project SFrictionD Almost all instructions are valid here as well.
The equation in this case involves vectors:
matmgzrho ACdvv
where rho is air density, A is the cross section area of the object, Cd is a geometric constant.
The drag force the second term is always in opposite direction to the velocity.
List of Tasks
Your code should follow the same guidelines as SFrictionD but the angle in degrees and the initial velocity in ms have to be inputted.
Your code should produce SfricDdat file with two columns, x and z values in meters.
Hints
Remember that the math.sin and math.cos functions work only with angles in radians.
Check the example below and note the asymmetric trajectory due to the air drag.
Allowed Libraries
math
random
mathplotlib.pyplot or any other equivalent plotting library
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