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Flashback Calculate the angular speed of ωs = rad/s

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Presentation on theme: "Flashback Calculate the angular speed of ωs = rad/s"— Presentation transcript:

1 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

2 Symbols & Units Quiz on 2-3-2010
Circular Motion Physics Dave McCallister

3 Symbol for time t

4 Unit for time second (s)

5 Symbol for distance d

6 Unit for distance meter (m)

7 Symbol for speed v

8 Unit for speed meters per second (m/s)

9 Symbol for acceleration

10 Unit for acceleration meters per second2 (m/s2)

11 Symbol for force F

12 Unit for force newtons (N)

13 Symbol for mass m

14 Unit for mass kilogram (kg)

15 Symbol for work W

16 Symbol for kinetic energy
KE

17 Symbol for potential energy PE

18 Unit for work & energy joule (J)

19 Symbol for power P

20 Unit for power watt (W)

21 Symbol for angular displacement Δθ

22 Unit for angular displacement radians (rad)

23 Symbol for arc length s

24 Unit for arc length meters (m)

25 Symbol for distance from axis (radius) r

26 Unit for distance from axis (radius) meters

27 Symbol for angular speed ω

28 Unit for angular speed radians/second (rad/s)

29 Symbol for angular acceleration α

30 Unit for angular acceleration radians per second2 rad/s2

31 tangential acceleration
Symbol for tangential acceleration aT

32 tangential acceleration
Units for tangential acceleration meters per second2 (m/s2)

33 centripetal acceleration
Symbol for centripetal acceleration aC

34 centripetal acceleration
Units for centripetal acceleration meters per second2 (m/s2)

35 Symbol for centripetal force FC

36 Unit for centripetal force newtons (N)

37 Symbol for gravitational force Fg

38 Unit for gravitational force newtons (N)

39 Front matter The following slide shows what circular motion formulas will be given to you on Thursday’s circular motion quiz.

40 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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