Question

Use Matlab script that runs a Simulink to determine the distances y at any time with the following specifications: - Ask user to input the values for $p$, $p_0$, $g$, $h$, initial time $t_i$, final time $t_f$. - Call a simulink to calculate/simulate the needed results. - Plot $y$ vs. $t$ for [$t_i$<=$t$<=$t_f$]. - Plot the velocity $v$ vs. $t$ for [$t_i$<=$t$<=$t_f$] . - Show the value of angular frequency. $\omega = \sqrt{\frac{p_0g}{ph}}$. - Initial conditions are: t=0, y=-5 m and v=0. - Simulink uses a scope to show y and v in same figure. - Find and print the max distance reached in y direction and the max velocity.

          Use Matlab script that runs a Simulink to determine the distances y at any
time with the following specifications:
- Ask user to input the values for $p$, $p_0$, $g$, $h$, initial time $t_i$, final time $t_f$.
- Call a simulink to calculate/simulate the needed results.
- Plot $y$ vs. $t$ for [$t_i$<=$t$<=$t_f$].
- Plot the velocity $v$ vs. $t$ for [$t_i$<=$t$<=$t_f$] .
- Show the value of angular frequency.  $\omega = \sqrt{\frac{p_0g}{ph}}$.
- Initial conditions are: t=0, y=-5 m and v=0.
- Simulink uses a scope to show y and v in same figure.
- Find and print the max distance reached in y direction and the max
velocity.

Use Matlab script that runs a Simulink to determine the distances y at any
time with the following specifications:
- Ask user to input the values for p, p0, g, h, initial time ti, final time tf.
- Call a simulink to calculate/simulate the needed results.
- Plot y vs. t for [ti<=t<=tf].
- Plot the velocity v vs. t for [ti<=t<=tf] .
- Show the value of angular frequency. ω = √((p0g)/(ph)).
- Initial conditions are: t=0, y=-5 m and v=0.
- Simulink uses a scope to show y and v in same figure.
- Find and print the max distance reached in y direction and the max
velocity.

Added by Jesus F.

Question

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