Engineering physics Flashcards

(52 cards)

1
Q

moment of interia

A

a measure of an object’s resistance to rotational acceleration around a axis

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2
Q

moment of inertia equation

A

I=mr^2

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3
Q

factors which affect moment of inertia

A
  • an objects total mass
  • how mass is distributed about the axis of rotation
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4
Q

equation for new moment of inertia

A

Inew = I + mr^2

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5
Q

what is a flywheel?

A
  • a heavy metal drisk that spins on an axis and has a large moment of intertia.
  • its accumilates and stores energy
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6
Q

uses of flywheels

A
  • regenerate breaking
  • wind turbines
  • smoothing torque & angular velocity
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7
Q

Regenerative breaking

A

when brakes are applied a flywheel is engaged and it will use the energy lost by braking to “charge up”

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8
Q

Wind turbines

A
  • flywheels are used to store excess power on very windy days or when electricity is not being used up as quickly as it is being made.
  • when there is a reduction in electricity produced, the flywheel can be used to ourput power.
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9
Q

smoothing torque and angular velocity

A
  • some systems do not produce power continuously but rather in bursts
  • torque supplied will fluctuate
  • flywheels will charge up the burst of power and can output it smoothly to the system
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10
Q

Factors which affect the amount of energy that can be stored in a flywheel:

A
  • mass of flywheel
  • angular speed of flywheel
  • friction
  • using a flywheel that is spoked / has more mass concentrated as it edges
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11
Q

using a flywheel that is spoked / has more mass concentrated as it edges

A
  • increase the amount of energy stored
  • moment of inertia of the object will be larger if most masses are far from the axis of rotation
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12
Q

how to reduce friction of a flywheel

A
  • lubricating bearings
  • use bearings made of superconductors → allows the flywheel to levitate and have no contact with bearing
  • use flywheels in vacuums or sealed containers to reduce air resistance
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13
Q

Torque (T)

A

the product of a force and its distance from its axis of rotation (Nm)

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14
Q

equation for torque

A

T = Fr

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15
Q

how can angular acceleration be increased?

A
  • increasing m and so increasing the torque
  • using a lighter wheel, which will decrease the moment of inertia
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16
Q

angular momentum

A

the product of the moment of inertia and angular velocity of an object (Nms)

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17
Q

angular momentum equation

A

angular momentum = Iω

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18
Q

law of conservation of momentum

A

when no external torque acts, the angular momentum of a system remains constant.

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19
Q

angular impulse

A

the product of torque and its duration

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20
Q

angular impulse equation

A

TΔt = Δ(Iω)

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21
Q

what is the area of a torque-time graph>

A

angular impulse

22
Q

work done (W)

A

the force causing a motion multiplied by the distance travelled

23
Q

Power (P)

A

rate of energy transfer

24
Q

First law of thermodynamics

A

The increase in internal energy of a system is equal to the sum of the thermal energy added to the system and the work done on it

25
thermodynamics equation
Q=ΔU+W
26
Internal energy (U)
the sum of all kinetic energies and potential energies of all its particles
27
Non-flow processes
- changes which occur in closed systems
28
assumptions for the 1st law of thermodynamics to non-flow processes
- the gas in the system is ideal
29
adiabatic change (Boyles law) equation
pV^γ = constant
30
Isothermal change (Boyles law) equation
pV = constant
31
adiabatic process
no energy is transferred in or out of the system
32
adiabatic process first law application
Q = 0 ΔU = -W
33
isothermal process
the temperature of the system is kept constant
34
isothermal process first law application
ΔU = 0 Q = W
35
Constant pressure
the pressure of a system is kept constant
36
constant volume
the volume of the system is kept constant
37
constant volume first law application
W = 0 Q = ΔU
38
what's a cyclic process
the system undergoes two or more processes one after another and returns to its initial volume, temperature and pressure
39
net work done during cyclic process equation
work done by cycle = area of loop
40
four-stroke petrol engine
burns fuel every four strokes of the piston (every two revolutions)
41
What are the four strokes of a petrol engine, in order?
Induction → Compression → Expansion (power) → Exhaust.
42
What happens during the induction stroke?
Piston moves down, inlet valve open, fuel–air mixture drawn in at nearly constant pressure.
43
What happens during the compression stroke?
Inlet valve closes, piston moves up, mixture compressed, pressure rises sharply; spark ignites fuel at almost constant volume.
44
What happens during the expansion (power) stroke?
Gas expands, does work on piston, pushing it down; pressure decreases as volume increases.
45
What happens during the exhaust stroke?
Exhaust valve opens, piston pushes burnt gases out.
46
Key difference in ignition: petrol vs diesel?
Petrol uses a spark; diesel ignites fuel by high compression (no spark).
47
Formula for indicated power?
Actual output power at the engine shaft. Equation: P = Tω.
48
What is friction power?
Indicated power − Brake power.
49
Thermal efficiency?
Indicated power / Input power.
50
Overall efficiency?
Brake power / Input power.
51
Mechanical efficiency?
Brake power / Indicated power.
52
What is a reversed heat engine?
A device that uses work to move heat from cold → hot region.