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more tweaks to SIM_cannon_analytic doc ans images
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@ -8,7 +8,7 @@ Here we simulate the flight of a cannon ball. We want to know the position and v
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velocity, and subject to the following assumptions and limitations:
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* The **only** force acting on the cannon ball is gravity.
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* The acceleration of gravity (g) is constant and equal to -9.81 meters per
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* The acceleration of gravity (g) is **constant** and equal to -9.81 meters per
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second squared.
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* The surface of the ground is defined as where y=0.
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@ -18,18 +18,29 @@ velocity, and subject to the following assumptions and limitations:
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This problem has a closed-form solution, so that's what is used.
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
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<!--
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Tex: v_{x0}=S\cos\theta
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-->
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
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
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<!--
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Tex: v_{y0}=S\sin\theta
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-->
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
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
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
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
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
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
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
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
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The cannon ball will impact the ground, when y(t)=0 at:
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
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@ -40,8 +51,8 @@ Model Variable | Simulation Variable | Type | Un
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--------------------------------------------|---------------------|---------|-------
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,  | CANNON.pos0[2] |double[2]| m
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, | CANNON.vel0[2] |double[2]| m/s
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 | CANNON.init\_angle |double | r
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 | CANNON.init\_speed |double | m/s
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 | CANNON.init\_angle |double | r
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 | CANNON.init\_speed |double | m/s
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 | CANNON.pos[2] |double[2]| m
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 | CANNON.vel[2] |double[2]| m/s
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