- #31
s4orce
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and then plug in what?
Particle acceleration and velocity Problem
- Thread starter s4orce
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- Acceleration Particle Velocity
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SUMMARY
The discussion focuses on determining the velocity of a particle as a function of position, given its acceleration defined by the equation a = 4s² m/s². The initial conditions specify that the velocity v = -100 m/s when the position s = 10 m. Participants emphasize the importance of correctly setting limits of integration when solving the integral of acceleration to find velocity. The correct approach involves integrating the acceleration function and applying the appropriate limits to derive the velocity function.
PREREQUISITES- Understanding of calculus, specifically integration techniques.
- Familiarity with kinematic equations in dynamics.
- Knowledge of the relationship between acceleration, velocity, and position.
- Experience with setting limits of integration in calculus problems.
- Study the relationship between acceleration and velocity in dynamics.
- Practice integration of functions involving position to derive velocity.
- Learn about the application of limits of integration in calculus.
- Review kinematic equations and their derivations for better understanding.
Students in dynamics courses, physics enthusiasts, and anyone looking to deepen their understanding of particle motion and the mathematical relationships between acceleration, velocity, and position.
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