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(2) After downloading this program, set the initial conditions of your computer model to the following: Constants Interaction for Graded Question: attractive Interaction coefficient, k: 0.32 N*m^-5 Interaction strength, n: 5 Mass of less massive particle: 0.0038 kg Time step (deltat): 5e-6 s Initial Conditions Initial position of the more massive particle (remains still): <5,4,0> m Initial velocity of the more massive particle (remains still): <0,0,0> m/s Initial position of the less massive particle (will interact): <-3.2, -2.2, 0> m Initial velocity of the less massive particle (will interact): <910, 770, 0> m/s Keep the more massive particle fixed. Model the motion until 2.800 s have passed. Double check all your initial conditions and constants before submitting your answers. (a) Final position of the less massive particle: ],0> m (b) Final velocity of the less massive particle: 0> m/s

(2) After downloading this program, set the initial conditions of your computer model to the following: Constants Interaction for Graded Question: attractive Interaction coefficient, k: 0.32 N*m^-5 Interaction strength, n: 5 Mass of less massive particle: 0.0038 kg Time step (deltat): 5e-6 s Initial Conditions Initial position of the more massive particle (remains still): <5,4,0> m Initial velocity of the more massive particle (remains still): <0,0,0> m/s Initial position of the less massive particle (will interact): <-3.2, -2.2, 0> m Initial velocity of the less massive particle (will interact): <910, 770, 0> m/s Keep the more massive particle fixed. Model the motion until 2.800 s have passed. Double check all your initial conditions and constants before submitting your answers. (a) Final position of the less massive particle: ],0> m (b) Final velocity of the less massive particle: 0> m/s

Database System Concepts
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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(2) After downloading this program, set the initial conditions of your computer model to the following: Constants Interaction for Graded Question: attractive Interaction coefficient, k: 0.32 N*m^-5 Interaction strength, n: 5 Mass of less massive particle: 0.0038 kg Time step (deltat): 5e-6 s Initial Conditions Initial position of the more massive particle (remains still): <5,4,0> m Initial velocity of the more massive particle (remains still): <0,0,0> m/s Initial position of the less massive particle (will interact): <-3.2, -2.2, 0> m Initial velocity of the less massive particle (will interact): <910, 770, 0> m/s Keep the more massive particle fixed. Model the motion until 2.800 s have passed. Double check all your initial conditions and constants before submitting your answers. (a) Final position of the less massive particle: ,0> m (b) Final velocity of the less massive particle: ,0> m/s Submit Answer
Transcribed Image Text:(2) After downloading this program, set the initial conditions of your computer model to the following: Constants Interaction for Graded Question: attractive Interaction coefficient, k: 0.32 N*m^-5 Interaction strength, n: 5 Mass of less massive particle: 0.0038 kg Time step (deltat): 5e-6 s Initial Conditions Initial position of the more massive particle (remains still): <5,4,0> m Initial velocity of the more massive particle (remains still): <0,0,0> m/s Initial position of the less massive particle (will interact): <-3.2, -2.2, 0> m Initial velocity of the less massive particle (will interact): <910, 770, 0> m/s Keep the more massive particle fixed. Model the motion until 2.800 s have passed. Double check all your initial conditions and constants before submitting your answers. (a) Final position of the less massive particle: ,0> m (b) Final velocity of the less massive particle: ,0> m/s Submit Answer
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