Chapter 7: Introduction to Work, Energy, and Energy Resources Flashcards

1
Q

Define basal metabolic rate

A

the total energy conversion rate of a person at rest

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1
Q

Define chemical energy

A

the energy in a substance stored in the bonds between atoms and molecules that can be released in a chemical reaction

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2
Q

Define the conservation of mechanical energy.

A

the rule that the sum of the kinetic energies and potential energies remains constant if only conservative forces act on and within a system

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3
Q

Define conservative force

A

a force that does the same work for any given initial and final configuration, regardless of the path followed

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4
Q

Define efficiency

A

a measure of the effectiveness of the input of energy to do work; useful energy or work divided by the total input of energy

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5
Q

Define electrical energy

A

the energy carried by a flow of charge

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6
Q

Define energy

A

the ability to do work

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7
Q

Define fossil fuels

A

Oil, natural gas, coal, etc.

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8
Q

Define friction

A

the force between surfaces that opposes one sliding on the other; friction changes mechanical energy into thermal energy

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9
Q

Define gravitational potential energy

A

the energy an object has due to its position in a gravitational field

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10
Q

Define horsepower

A

An older non-SI unit of power, with 1hp = 746 W

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11
Q

Define kilowatt-hour

A

unit used primarily for electrical energy provided by electric utility companies (KWh)

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12
Q

Define kinetic energy:

A

the energy an object has by reason of its motion, equal to1/2mv^2for the translational (i.e., non-rotational) motion of an object of massm moving at speedv

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13
Q

Define law of conservation of energy

A

the general law that total energy is constant in any process; energy may change in form or be transferred from one system to another, but the total remains the same

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14
Q

Define mechanical energy

A

the sum of kinetic energy and potential energy

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15
Q

Define metabolic rate

A

the rate at which the body uses food energy to sustain life and to do different activities

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16
Q

Define net work

A

work done by the net force, or vector sum of all the forces, acting on an object

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17
Q

Define nonconservative force

A

a force whose work depends on the path followed between the given initial and final configurations

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18
Q

Define nuclear energy

A

energy released by changes within atomic nuclei, such as the fusion of two light nuclei or the fission of a heavy nucleus

19
Q

Define potential energy

A

energy due to position, shape, or configuration

20
Q

Define the potential energy of a spring.

A

the stored energy of a spring as a function of its displacement; when Hooke’s law applies, it is given by the expression1/2kx^2wherex is the distance the spring is compressed or extended andk is the spring constant

21
Q

Define power

A

The rate at which work is done

22
Q

Define radiant energy

A

the energy carried by electromagnetic waves

23
Q

Define thermal energy

A

the energy within an object due to the random motion of its atoms and molecules that accounts for the object’s temperature

24
Define useful work
Work done on an external system
25
Define Watt
SI unit of power, with 1 W=1 J/s
26
Define work
the transfer of energy by a force that causes an object to be displaced; the product of the component of the force in the direction of the displacement and the magnitude of the displacement
27
Define work-energy theorem
the result, based on Newton’s laws, that the net work done on an object is equal to its change in kinetic energy
28
What is the formula for work?
W = Fdcosθ W = work F = force d = displacement cosθ = cos of the angle between f and d
29
What is the equation for kinetic energy?
KE = 1/2 m v^2
30
What is the work-energy theorem equation?
Wnet = 1/2mv^2 - 1/2mv_o^2 Wnet = net work m = mass v = velocity v_o = initial velocity
31
What is the equation for the change in gravitational potential energy?
ΔPEg=mgh ΔPEg = change in gravitational of potential energy m = mass g = gravity h = height
32
How do KE (kinetic energy) and PE (potential energy) relate to each other?
ΔKE= −ΔPEg
33
What is the formula for the potential energy of a spring?
PEs = 1/2 kx^2 PEs = potential energy of spring k = spring constant x = displacement
34
What is the formula for mechanical energy?
KE + PE or KEi = PEi = KEf + PEf
35
What does the law of conservation of energy state?
the total energy is constant in any process. Energy may change in form or be transferred from one system to another, but the total remains the same.
36
When all forms of energy are considered, how is the conservation of energy written in equation form?
KEi+PEi+Wnc+OEi=KEf+PEf+OEf KEi = inital kinetic energy PEi = inital potential energy Wnc = word done by non-conservative energy OEi = initial other forms of energy vice versa
37
How to calculate efficiency?
Eff = Wout / Ein Eff = efficiency Wout = useful work output Ein = energy consumed
38
What is the equation for power?
P = W/t P = power W = work t = time
39
What is power's unit?
Watt (W)
40
Magnus has reached the finals of a strength competition. IN the first round, he has to pull a city bus as far as he can. One end of a rope is attached to the bus and the other is tied around Magnus's waist. If a force gauge placed halfway down the rope reads out a constant 2100 Newtons while Magnus pulls the bus a distance of 1.05 meters, how much work does the tension force do on Magnus? The rope is perfectly horizontal during the pull.
-2205 J Explanation: I. Assess what you have: force and distance II. Assess what you need: work III. Find the right equation: W = +/- Fd IV. plug in the numbers: W = -(2100N)(1.05m) a. negative because it's frictional V. Solve: W = -2205 J a. J = N/m
41
A ball of mass 0.600kg is carefully balanced on a shelf that is 2.30 m above the ground. What is its gravitational potential energy?
13.5 J Explanation: PE = mgh PE = (0.600kg)(9.81m/s^2)(2.3m) PE = 13.5J
42
A boy swings a ball on a string at constant speed in a circle that has a circumference equal to 6m What is the work done on the ball by the 10 N tension force in the strong during one revolution of the ball?
0 J Explanation: Centripetal force is always perpendicular to velocity. Perpendicular would give us cos90 which is equal to 0
43
A ball of mass 0.600 kg fell from a shelf 2.3 m off the ground with a potential energy of 13.5J (before falling). How fast will the ball be moving just before it strikes the ground?
6.71m/s Explanation: KE = 1/2mv^2 Get velocity to one side v = sqrt 2KE / m Plug in numbers and solve v = sqrt 2 * 13.5J / 0.600 V = 6.71m/s
44
What is the work-energy theorem regarding kinetic energy?
Wnet = KE - KEo