Free Body Diagrams and Equilibrium Flashcards

1
Q

What is a moment?

A

Concept of a force that tends to cause an object to turn

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2
Q

What are the steps in creating a decent free body diagram?

A
  1. identify the system
  2. isolate the system
  3. determine how the system interacts with its surroundings
  4. identify all the unknown forces (and moments) acting on the system
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3
Q

Forces acting on rigid bodies are divided into two categories, these are…

A

external forces

internal forces

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4
Q

What are common types of planar supports?

A
  • Flexible cable, belt, chain or rope
  • Smooth surfaces
  • Rough surfaces
  • Roller supports
  • Freely sliding guide
  • pin connection
  • built in fixed support
  • gravitational attraction
  • spring action
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5
Q

What reaction forces an a flexible cable, belt, chain or rope support?

A

Always a tension directed away from the body along the direction of the cable

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6
Q

what reaction forces can a smooth surface support?

A

Contact force is compressive and its normal to the surface (plane of contact)

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7
Q

what reaction forces can a rough surface support?

A

Rough surfaces are capable of supporting a tangential component F as well as a normal component N of the resultant

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8
Q

what reaction forces can roller supports support?

A

compressive force normal to the supporting surface

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9
Q

what reaction forces can a free sliding guide support?

A

can support force normal to guide only

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10
Q

what reaction forces can a pin connection support?

A

capable of supporting a force in any direction in the plane normal to the pin axis

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11
Q

what reaction forces can a built in or fixed support support?

A

an axial force, transverse (sheer) force and a bending moment to prevent rotation

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12
Q

what reaction forces does the force of gravity support?

A

acts towards the centre of the earth from the centre of mass of the object

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13
Q

what reaction forces can a spring support?

A

spring force is tensile if stretched and compressive if compressed

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14
Q

If a system is in equilibrium,…

A

it is in a state of balance

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15
Q

whats special about linear and angular momentum for a system in equilibrium?

A

they’re unchanging

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