Displacement-Time Graph Simplified Revision Notes for Scottish Highers Physics
Revision notes with simplified explanations to understand Displacement-Time Graph quickly and effectively.
Learn about Motion for your Scottish Highers Physics Exam. This Revision Note includes a summary of Motion for easy recall in your Physics exam
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Motion Graphs - Displacement-Time Graph
Introduction
Displacement-time graphs are graphical representations used to describe the motion of an object over time.
These graphs provide valuable insights into an object's velocity and displacement as it moves.
Gradient and Velocity
The gradient (slope) of a displacement-time graph at a specific time is a crucial parameter.
It tells us about the object's velocity at that particular moment.
Calculating Velocity
To calculate the velocity of an object using a displacement-time graph, use the following formula:
Velocity (v) = Change in Displacement (Δs) / Change in Time (Δt)
Δs is the difference in displacement between two points on the graph.
Δt is the difference in time between the same two points.
Interpreting the Gradient
The steeper the gradient of the graph at a point, the greater the velocity at that instant.
A horizontal line on the graph (zero gradient) represents a stationary object (zero velocity).
A straight line with a positive gradient indicates constant positive velocity.
A straight line with a negative gradient indicates constant negative velocity (motion in the opposite direction).
Motion Graphs - Displacement-Time Graph
Key Points
Displacement-time graphs show how an object's displacement changes with time.
The gradient at a specific time provides the velocity at that time.
Calculating velocity from the graph involves finding the change in displacement and dividing it by the change in time.
Different slopes on the graph represent different velocities, including zero velocity for a horizontal line.
The direction of motion (positive or negative) can be determined from the gradient's sign.
Summary
Displacement-time graphs are useful tools for visualising and understanding an object's motion.
The gradient of the graph at a given time reveals the object's velocity at that moment.
Velocity calculations involve finding the change in displacement and dividing it by the change in time.
The slope of the graph indicates the magnitude and direction of the object's velocity.
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