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Modelling/datasets/smiley/L00185.csv
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Modelling/datasets/smiley/L00185.csv
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Pt = Ph + Pm = Pp + Pa + k*v + f*v²
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Pt = Ph + Pm = max(0, Pp + Pa + k*v + f*wv²)
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Pp = max(0, -m*g*vv)
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Pp = -m*g*vv
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Pa = 1/2*m*(vdt² - v0²)/dt = m*a*(v0 + 1/2*a*dt)
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Pa = 1/2*m*(vdt² - v0²)/dt = m*a*(v0 + 1/2*a*dt)
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Pt: total power, in W
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Pt: total power, in W
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@ -9,8 +9,9 @@ Pp: potential power (in W, due to potential energy change)
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Pa: acceleration power (in W, due to kinetic energy change)
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Pa: acceleration power (in W, due to kinetic energy change)
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k: kinetic friction coefficient (dry friction)
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k: kinetic friction coefficient (dry friction)
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f: fluid friction coefficient (air friction)
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f: fluid friction coefficient (air friction)
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v: velocity, in m/s
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v: velocity, in m/s, assumed to be always positive or zero
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vv: vertical velocity (in m/s, positive => going uphill)
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vv: vertical velocity (in m/s, positive when going uphill)
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wv: wind velocity, in m/s (velocity of the wind relatively to the vehicle, projected on the forward direction, can be approximated by wv = v)
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g: gravity constant (-9.8 m.s⁻²)
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g: gravity constant (-9.8 m.s⁻²)
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m: mass in kg
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m: mass in kg
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