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Published byMay Phillips Modified over 9 years ago
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Flashback Calculate the angular speed of ωs = 0.105 rad/s
the second hand on an analog clock the minute hand on an analog clock the hour hand on an analog clock (ω = Δθ/Δt) ωs = rad/s ωm = rad/s ωh = rad/s
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Symbols & Units Quiz on 2-3-2010
Circular Motion Physics Dave McCallister
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Symbol for time t
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Unit for time second (s)
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Symbol for distance d
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Unit for distance meter (m)
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Symbol for speed v
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Unit for speed meters per second (m/s)
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Symbol for acceleration
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Unit for acceleration meters per second2 (m/s2)
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Symbol for force F
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Unit for force newtons (N)
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Symbol for mass m
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Unit for mass kilogram (kg)
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Symbol for work W
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Symbol for kinetic energy
KE
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Symbol for potential energy PE
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Unit for work & energy joule (J)
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Symbol for power P
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Unit for power watt (W)
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Symbol for angular displacement Δθ
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Unit for angular displacement radians (rad)
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Symbol for arc length s
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Unit for arc length meters (m)
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Symbol for distance from axis (radius) r
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Unit for distance from axis (radius) meters
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Symbol for angular speed ω
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Unit for angular speed radians/second (rad/s)
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Symbol for angular acceleration α
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Unit for angular acceleration radians per second2 rad/s2
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tangential acceleration
Symbol for tangential acceleration aT
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tangential acceleration
Units for tangential acceleration meters per second2 (m/s2)
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centripetal acceleration
Symbol for centripetal acceleration aC
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centripetal acceleration
Units for centripetal acceleration meters per second2 (m/s2)
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Symbol for centripetal force FC
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Unit for centripetal force newtons (N)
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Symbol for gravitational force Fg
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Unit for gravitational force newtons (N)
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Front matter The following slide shows what circular motion formulas will be given to you on Thursday’s circular motion quiz.
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Formulas: θ(rad) = (π / 180°) x θ(degrees) Δθ = Δs/r ωavg = Δθ/ Δt αavg = Δω/ Δt Δθ = ωI + ½ α t2 ωF = ωI + α t ωF 2 = ωI 2+ 2α Δθ Δθ = ½ (ωF + ωI) t vT = rω aT = rα ac = vT2/r ac = rω Fc = mvt2/r Fc = mrω2 Fg = G m1m2 / r2 Constants: G = 6.673x10-11 N m2/kg2
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