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Centrifugal force, banked corners, and gravity in spacePowerPoint Presentation

Centrifugal force, banked corners, and gravity in space

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banked corners, and gravity in space

- Centrifugal vs. Centripetal
- Centripetal - toward the center.
- Demo - float in jar - linear and centripetal accel

- Centrifugal - away from the center
- Things sliding to outside of car on corner
- (accel forward, thrown back, accel middle, thrown outside)
- Merry-go-round
- Mud off bike tire
- Water from salad in salad spinner
- Sunglasses out the window and the F word.
- (Perceived force - not real)

The Force of the road - perp to surface

Points in and up

tan() = ((mv2/r)/(mg))

= tan-1(v2/rg)

mg - to hold it up

mv2/r - to make it go around the corner

The on ramp from onto I-5 from Nyberg is 40. m in radius maybe. What should be the bank angle to go 27 m/s around it?

= tan-1(v2/rg), v = 27 m/s, r = 40. m, g = 9.8

= 62o

W

62 degrees

One of the Terwilliger curves has a radius of 270 m. What is the bank angle for cars to go 29 m/s around it

= tan-1(v2/rg), v = 29 m/s, r = 270. m, g = 9.8

= 18o

W

18 degrees

The on ramp from onto I-5 from Nyberg is 40. m in radius maybe. What should be the bank angle to go 45. m/s (101 mph) around it?

What about 112. m/s (250 mph) around it?

What does the angle approach?

= tan-1(v2/rg), v = 45 m/s or v = 112 m/s, r = 40. m, g = 9.8

= 79o, = 88o

W

79 degrees and 88 degrees

Gravity in space maybe. What should be the bank angle to go 45. m/s (101 mph) around it?

Movie 2001: a Space Odyssey

Space station

Humans need gravity

Calculate tangential v if r - 500 m

Show the centrifuge

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