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4. (Damped mass-spring system with rubber band) We now add damping into the system in Part 3 and obtain dy dy + b dt + k1y + k2h(y) = 10 dt? Repeat the analysis described in Part 2 for this equation.Your report: Address each of the previous items. You may provide illustrations from the computer, but remember that although a good illustration is worth 1000 words, 1000 illustrations are worth nothing. Make sure you use your conclusions about the solutions of these equations to describe how the mass oscillates.

4. (Damped mass-spring system with rubber band) We now add damping into the system in Part 3 and obtain dy dy + b dt + k1y + k2h(y) = 10 dt? Repeat the analysis described in Part 2 for this equation.Your report: Address each of the previous items. You may provide illustrations from the computer, but remember that although a good illustration is worth 1000 words, 1000 illustrations are worth nothing. Make sure you use your conclusions about the solutions of these equations to describe how the mass oscillates.

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4. (Damped mass-spring system with rubber band) We now add damping into the system in Part 3 and obtain d'y + k1y + koh(y) dt = 10 dt? Repeat the analysis described in Part 2 for this equation.Your report: Address each of the previous items. You may provide illustrations from the computer, but remember that although a good illustration is worth 1000 words, 1000 illustrations are worth nothing. Make sure you use your conclusions about the solutions of these equations to describe how the mass oscillates.
Transcribed Image Text:4. (Damped mass-spring system with rubber band) We now add damping into the system in Part 3 and obtain d'y + k1y + koh(y) dt = 10 dt? Repeat the analysis described in Part 2 for this equation.Your report: Address each of the previous items. You may provide illustrations from the computer, but remember that although a good illustration is worth 1000 words, 1000 illustrations are worth nothing. Make sure you use your conclusions about the solutions of these equations to describe how the mass oscillates.
3. (Mass-spring system with rubber band but no damping) Once again let b = 0 , but now add the rubber band to the system. That is, consider the equation dy + kıy + kah(y) = 10 dt? Use the same value for kj as you used in Part 1 and choose a value of k2 such that 4.5 < k2 < 5.0. Repeat the analysis described in Part 1 for this equation.
Transcribed Image Text:3. (Mass-spring system with rubber band but no damping) Once again let b = 0 , but now add the rubber band to the system. That is, consider the equation dy + kıy + kah(y) = 10 dt? Use the same value for kj as you used in Part 1 and choose a value of k2 such that 4.5 < k2 < 5.0. Repeat the analysis described in Part 1 for this equation.
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