Unit 5 - Momentum (12-18%) Flashcards
momentum definition
a physics term that refers to the quantity of motion that an object possesses (aka “mass in motion”)
Note: considered a vector quantity because it has direction, which depends on the direction of the velocity
two things that increase an object’s momentum:
more mass and more speed (velocity)
momentum formula and its unit
momentum = mass * velocity (p=mv)
kg m/s or N/s
impulse definition and equations
the product of the net force acting on an object and the time interval over which that force acts (change in momentum)
(delta p = mass * delta v, delta p = force * delta t, delta p = m vfinal - m vinitial)
two types of graphs related to momentum and how to interpret them
force vs. time graph (area is impulse or change in momentum)
velocity vs. time graph (use to find v initial and v final)
how can an egg have the same impulse when dropped vs. dropped in water but not always break?
same impulse, but since impulse is force times delta t, there’s less force applied over a greater time
changes in momentum with two objects equation
momentum of system = m1v1 + m2v2
law of conservation of momentum and equation
momentum before collision equals momentum after as long as no net external force is applied to system
m1v1 initial + m2v2 initial = m1v1 final + m2v2 final
closed system
momentum is conserved before/after collision, free of external forces like friction
open system
momentum is not conserved before/after collision, external forces are present
elastic collisions
objects hit and bounce, kinetic energy is CONSERVED
inelastic collisions
hit and bounce, hit and stick, or hit and explode, kinetic energy is NOT CONSERVED
rule for changes in momentum of a system:
the momentum of a system can be changed if a net external impulse is applied to that system
strategies for problems (just read them)
draw a diagram pre/post collision, start w/law of conservation of momentum, include unknown quantity, remember what direction object is going (+ or -)
4 steps for solving for kinetic energy lost in inelastic collision
calculate initial kinetic energy before collision, solve for final velocity w/law of conservation of momentum, calculate total kinetic energy after collision, subtract final KE from initial