Work and Energy Flashcards

1
Q

Describe the concept of work.

A

it is the process by which energy is transferred from one system to another

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2
Q

Describe Kinetic Energy

A

Energy of motion

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3
Q

Write the units for joule.

A
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4
Q

Write the equation for kinetic energy.

A
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5
Q

Gravitational potential energy

A

U= mgh where m is the mass, g is the gravitational constant, and h is the height

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6
Q

Elastic potential energy

A

Released to spring constant, k (a measure of the stiffness of the spring) and the degree of stretch or compression of a spring squared.

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7
Q

Electrical potenial energy

A

Energy presents in objects in which positively and negativley charged particals are separated

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8
Q

Chemical potential energy

A

The energy stored in the bonds of compounds

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9
Q

Total mechanical energy

A

The sum of kinetic and potential energies in a system.
E = U + K

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10
Q

Work done by a system

A

POSITIVE

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11
Q

Work done on a system

A

NEGATIVE

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12
Q

Describe an isovolumetric process.

A

If volume stays constant as pressure changes then no work is done because there is no area to calculate on the P-V Curve

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13
Q

Describe an isobaric process.

A

pressure remains constant, work can be calculated

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14
Q

Explain Power.

A

The rate at which work is done or energy is transferred.

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15
Q

What is the SI unit for Power?

A

The SI unit for power is watt (W)

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16
Q

Write the equation for power.

A
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17
Q

Work-Energy Theorem

A

States that when work is done on or by a system. the system’s kinetic energy will change by the same amount. In more general applications, the work done on or by a system can be transferred to other forms of energy as well.

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18
Q

Mechanical Advantage

A

The factor by which a simple machine multiplies the input force to accomplish work.

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19
Q

The six simple machines

A

1) Inclined plane
2) Wedge
3) Wheel and axle
4) Lever
5) pulley
6) screw

20
Q

What is the benefit of mechanical advantage?

A

It allows you more easily accomplish a given amount of work because the input force necessary to accomplish the work is reduced.

21
Q

What is Load?

A

The output of force of a simple machine, which acts over a given load distance to determine the work output of the simple machine.

22
Q

What is Effort?

A

The input force of a simple machine, which acts over an effort distance to determine the work input of the simple machine

23
Q

to lift an object to a certain height in the air, one must pull through a length of rope equal to

A

twice that displacement (but half the force needed)

24
Q

Efficiency

A

The ratio of the machines work output to the work input when nonconservative forces are taken into account.

25
Q

6 pulleys, effort is now ______ total load

A

1/6 total load (6 times amount of rope, efficiency will decrease due to weight of pulleys and friction)

26
Q

Uniform circular motion

A

no work is done because the displacement vector and the force vector are always perpendicular
potential energy is constant

27
Q

At terminal velocity

A

the force of gravity and air resistance are equal, leading to translational equilibrium

28
Q

What are the 2 criteria for Ek?

A

you must have mass and you must be moving

29
Q

Kinetic energy’s relation to speed/velocity

A

related to SPEED, not VELOCITY (direction does not matter); and its related to speed squared (make sure to know the relative increases type logic; if speed doubles, Ek quadruples)

30
Q

Dynamic Pressure

A

the kinetic energy of a flowing liquid; this is a term in Bernoulli’s Equation

31
Q

Gravitational Potential Energy

A

energy relative to object’s position to the datum (0 Eg; ground level)

32
Q

Gravitational Potential Energy Equation

A

Eg = mgh

33
Q

k in the Ee equation

A

spring constant; measures stiffness of elastic/spring

34
Q

If an object experiences friction, where is that kinetic energy lost?

A

as heat

35
Q

2 most common MCAT conservative forces

A

gravitational and electrostatic; do not lose energy from a system, but convert it to potential

36
Q

How do you determine if a force is conservative?

A

1) if it takes a round trip path (back to same starting position) and ΔE is 0, or 2) if ΔE is equal for taking ANY path between 2 points… = the force is conservative; it takes energy from 1 form and gives it back as another, E total remains the same, no loss to non-conservative force!

37
Q

Conservation of Mechanical Energy Equation

A

ΔE = ΔEp + ΔEk = 0

38
Q

2 ways to transfer energy

A

work and heat ONLY!!!!!!!!!!!

39
Q

In work, what component of force actually does work?

A

the component PARALLEL (antiparallel) TO THE DISPLACEMENT VECTOR

40
Q

What happens when gas pushes up on a piston?

A

it does work to move it up, volume increases

41
Q

What happens when a piston pushes down on a gas?

A

it does work on the gas, compressing it

42
Q

What sign is work DONE BY THE SYSTEM? What does this mean?

A

positive (+); means the system (gas) has expanded

43
Q

What sign is work DONE ON THE SYSTEM? What does this mean?

A

negative (-); means the system (gas) was compressed

44
Q

If ΔV = 0 for a gas system, how much work has been done?

A

0 J! no work; there is no area to calculate under a P-V curve; isovolumetric/isochoric process

45
Q

f ΔP = 0 for a gas system, how much work has been done?

A

W = PΔV joules of work; on a P-V graph, this makes a rectangle; Isobaric Process