- The study of motion and other concepts such as force and mass is called dynamics
- The part of dynamics that deals with motion is called kinematics
- A frame of reference defines a starting point and coordinate axes
- Displacement is a change in position and does not depend on the path traveled
- A vector quantity has magnitude and direction
- Ex. Position, velocity, acceleration
- A scalar quantity only has magnitude, not direction
- Speed is a scalar while velocity is a vector because it has direction
- Average speed of an object is the total distance traveled over the total time
- Average velocity is like average speed except it has direction
- Velocity is change in position over change in time
- The average velocity of an object in a specific time interval is the slope of line between the initial and final points on the position vs. time graph
- Instantaneous velocity is the tangent of the position vs. time graph at a specific time
- Acceleration is change in velocity over change in time
- The average acceleration of an object in a specific time interval is the slope of line between the initial and final points on the velocity vs. time graph
- Instantaneous acceleration is the tangent of the velocity vs. time graph at a specific time
- On motion diagrams, if the spaces in between each object are equal, it has constant velocity and therefore has 0 acceleration
- If the spaces are getting larger, then the object is accelerating and has increasing velocity
- If the spaces are getting smaller, the object is decelerating and has decreasing velocity
- The area under the graph of a velocity vs. time graph between two times is the distance that the object has traveled between those two times
- The area under the graph of a acceleration vs. time graph between two times is the change in velocity between those two times
- A free falling object is under the influence of gravity, which is a constant acceleration downward at approximately 9.8m/s^2
A Physics Help Site
One Dimensional Kinematics Outline
Subscribe to:
Post Comments (Atom)
No comments:
Post a Comment