Science Section 2: Energy

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95 Terms

1
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Describe the contributions of James Joule to the understanding of energy

worked on electric motors, proposed a connection between the work a motor does and the heat it produces, leading to the understanding that work and heat are different forms of energy

2
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Explain the significance of the laws of thermodynamics

the relationship between energy, work, and heat, which are foundational to modern physics

3
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Define kinetic energy and potential energy

the energy of motion; stored energy based on an object's position

4
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How did Joule's experiments demonstrate the relationship between energy and heat?

energy not gained by a falling weight was converted into heat, warming the water through the action of rotating paddles.

5
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Do modern machines benefit from Joule's findings?

Yes, they’re designed with efficiency in mind, utilizing the principles of energy conversion and thermodynamics

6
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How did Joule's work relate to the Industrial Revolution?

strong focus on improving machine efficiency and understanding energy transformations.

7
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What measurement unit is named after James Joule?

joule; unit of measurement for energy

8
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What is a joule?

the amount of work done when a force of one newton moves an object one meter

9
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Describe the practical implications of Joule's research on energy efficiency.

led to a better understanding of energy efficiency in machines, influencing the design and operation of engines and other mechanical systems

10
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Define energy in the context of physics

a property of a system that can take various forms, and the total amount of energy in a closed system remains constant

11
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Describe kinetic energy

energy an object possesses due to its motion

12
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How does energy transfer occur when a baseball hits the ground?

When a baseball hits the ground, its kinetic energy is transferred to the air (creating sound), the ground (causing vibrations), and the baseball itself (compressing it slightly), spreading the energy into the environment.

13
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Define heat in scientific terms.

Heat is energy in transit between objects at different temperatures; it is not a substance contained within an object.

14
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Explain the relationship between temperature and kinetic energy.

Temperature describes the average kinetic energy of the atoms in a substance, with higher temperatures indicating faster-moving atoms.

15
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Describe the process of heat transfer between two substances at different temperatures.

When two substances at different temperatures come into contact, heat flows from the substance with higher temperature (faster-moving atoms) to the one with lower temperature (slower-moving atoms), resulting in energy exchange.

16
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What is the first law of thermodynamics

Energy cannot be created or destroyed, only transformed from one form to another

17
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What is the second law of thermodynamics?

heat always flows from high-temperature objects to low-temperature objects

18
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Explain how energy from food is ultimately derived from the Sun.

Energy from food comes from the bottom of the food chain, which ultimately derives its energy from sunlight through processes like photosynthesis.

19
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Describe the origin of the energy in hydrogen atoms.

The energy in hydrogen atoms has existed since the beginning of the universe, often referred to as the Big Bang, and is released during nuclear reactions in the Sun.

20
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Define heat flow in terms of atomic movement between substances of different temperatures.

faster-moving atoms in a high-temperature substance transfer their kinetic energy to slower-moving atoms in a low-temperature substance, resulting in a temperature equalization between the two substances.

21
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How does temperature equalization occur between two substances of different temperatures?

heat flows from the high-temperature substance to the low-temperature substance until both reach a common temperature that is between the two initial temperatures.

22
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What is the significance of Newton's third law of motion in the context of collisions?

for every action, there is an equal and opposite reaction. This principle explains how forces are exchanged during collisions, affecting the motion of the colliding objects.

23
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Describe the role of kinetic energy in the transfer of heat between substances.

crucial role in heat transfer, as it is the faster-moving atoms in a high-temperature substance that transfer their energy to the slower-moving atoms in a low-temperature substance, facilitating heat flow.

24
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Describe the third law of thermodynamics.

no substance can ever actually reach absolute zero, which is the lowest possible temperature where atoms in a substance are not moving at all.

25
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Explain why absolute zero cannot be reached.

cooling a substance requires a medium that is cooler than the substance itself, and there is no substance with a temperature lower than absolute zero.

26
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Define gravitational potential energy.

energy that an object possesses due to its position in a gravitational field

27
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How does gravitational potential energy change when a stone is tossed into the air

it loses kinetic energy due to Earth's gravity but gains gravitational potential energy until it reaches its maximum height."

28
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Describe the energy transformation in a pendulum

energy constantly transforms between kinetic energy and gravitational potential energy as it swings back and forth, with maximum kinetic energy at the lowest point and maximum potential energy at the highest points

29
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Explain the relationship between kinetic energy and gravitational potential energy in a pendulum

The total amount of combined kinetic energy and gravitational potential energy in a pendulum remains constant, but the distribution between the two forms of energy continuously changes as it swings

30
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Do cooling processes require a medium with a lower temperature?

Yes, to cool a substance, it must be submerged in a medium that is at a lower temperature than the substance itself.

31
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How does the concept of absolute zero relate to heat exchange?

to reach absolute zero, one would need a medium at a temperature lower than zero, which is not possible.

32
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What happens to a pendulum at its highest points during its swing?

pendulum stops momentarily as it reverses direction and possesses maximum gravitational potential energy.

33
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Describe the motion of a pendulum in terms of energy.

pendulum swings back and forth, alternating between kinetic energy at its lowest point and gravitational potential energy at its highest points, maintaining a constant total energy.

34
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Describe potential energy in relation to kinetic energy

capacity to convert into kinetic energy; a form of energy that can readily transform into kinetic energy

35
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Explain what happens to kinetic energy when friction is involved

When a brick slides along the ground and is slowed by friction, its kinetic energy is converted into heat energy, warming both the brick and the ground. This heat energy cannot be converted back into kinetic energy

36
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Define electric potential energy

energy stored in a charged object due to its position in an electric field

37
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Define electric potential

electric potential energy per unit charge, measured in volts.

38
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How is electric potential energy similar to gravitational potential energy?

energy is stored based on position

39
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What is voltage and how is it measured?

Voltage is the difference in electric potential between two points

40
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How is voltage measured

volts, equivalent to joules per coulomb.

41
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Explain the concept of energy transformation in the context of a pendulum.

at its highest point, kinetic energy is transformed into potential energy. As it swings down, that potential energy converts back into kinetic energy at its lowest point

42
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Describe the role of friction in energy transformation

converts kinetic energy into heat energy, which dissipates into the environment and cannot be reused to restore motion.

43
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How is electric potential energy related to the charge of an object?

The electric potential energy of a charged object is directly proportional to the amount of charge it possesses.

44
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"Define electric potential in the context of electric fields."
"Electric potential, or voltage, describes how the electric field changes across a distance and is measured as a potential difference between two points."
45
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"Explain how voltage is measured in relation to electric fields."
"Voltage is measured as a potential difference between two points, rather than at a specific point, since electric fields cannot be measured directly."
46
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"Describe the relationship between electric potential and voltage."
"Electric potential and voltage are used interchangeably, as they refer to the same concept of potential difference in an electric field."
47
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"How can a topographic map serve as an analogy for understanding electric potential?"
"A topographic map illustrates elevation changes, where lines represent different elevations; similarly, voltage indicates changes in electric potential across distances."
48
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"What does it mean when lines on a topographic map are more spread out?"
"When lines are more spread out on a topographic map, it indicates a gentler slope, analogous to a gradual change in electric potential."
49
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"Describe the significance of measuring voltage in a circuit."
"Measuring voltage in a circuit allows us to determine the potential difference between two points, which is essential for understanding the behavior of electric fields."
50
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"Explain the concept of steep incline in relation to voltage changes."
"A steep incline in a topographic analogy corresponds to crossing multiple elevation lines over a small horizontal distance, similar to a rapid change in voltage over a short distance."
51
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"What is the role of a voltmeter in measuring electric potential?"
"A voltmeter measures the potential difference (voltage) between two points in a circuit, providing insight into the strength of the electric field."
52
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"Explain the relationship between the number of lines crossed by a ball rolling down a hill and its speed."
"The ball rolls faster when it crosses more lines because it gains more energy as it descends, which is influenced by the change in height."
53
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"Define the equation ∆E = W × h in the context of energy change."
"In this equation, ∆E represents the change in energy, W is the weight of the ball, and h is the change in height. The energy change depends on the vertical distance traveled."
54
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"Explain the concept of equipotential lines in relation to charged objects."
"Equipotential lines are drawn around charged objects where the electric potential is the same along the line, meaning a charged particle's potential energy remains constant when moving along these lines."
55
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"Describe how the change in height (h) affects energy change."
"If the change in height (h) occurs quickly, the energy change will also occur quickly, indicating a rapid gain in energy."
56
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"How does the spacing of equipotential lines relate to the electric potential energy of charged particles?"
"The number of equipotential lines crossed by a charged particle determines its change in potential and kinetic energy; closer lines indicate a steeper potential gradient."
57
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"Describe the analogy between a topographic map and equipotential lines."
"A topographic map represents elevation with lines, where walking along a line means staying at the same elevation, similar to how equipotential lines indicate constant electric potential."
58
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"What does it mean if equipotential lines are closely spaced?"
"Closely spaced equipotential lines indicate a steep potential gradient, meaning a rapid change in electric potential over a small distance."
59
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"How does the concept of energy change apply to both mechanical and electrical systems?"
"In both systems, energy change is influenced by the distance traveled in a vertical direction, whether it be height in mechanical systems or electric potential in electrical systems."
60
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"Describe the relationship between the closeness of equipotential lines and the strength of the electric field."
"When equipotential lines are close together, it indicates a stronger electric field, similar to how closer topographic lines indicate a steeper hill."
61
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"Explain the equation ∆E = q × V in the context of electric potential."
"This equation states that the change in kinetic energy (∆E) of a charged particle is equal to the charge (q) of the particle multiplied by the change in electric potential (V) in Volts."
62
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"How can voltage be compared to height in a physical analogy?"
"Voltage (V) is analogous to height in that both represent potential energy; just as a ball at a higher elevation has more gravitational potential energy, a charged particle at a higher voltage has more electric potential energy."
63
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"Define the forces acting on a proton placed between two charged plates."
"The positively charged plate exerts an electric repulsive force on the proton, pushing it away, while the negatively charged plate exerts an attractive force, pulling the proton toward it."
64
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"Describe the movement of a proton in an electric field created by two charged plates."
"The proton moves from high potential to low potential, following the local electric field that points away from the positive plate and toward the negative plate."
65
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"Explain the analogy of a proton rolling 'downhill' in an electric circuit."
"This analogy describes the movement of a proton from a region of high electric potential to a region of low electric potential, similar to how a ball rolls downhill due to gravity."
66
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"What does the spacing of equipotential lines indicate on a topographic map?"
"On a topographic map, closer lines indicate a steeper hill, while on an electric field map, closer equipotential lines indicate a stronger electric field."
67
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"How does the change in kinetic energy relate to electric potential in charged particles?"
"The change in kinetic energy of a charged particle is directly proportional to the change in electric potential it experiences, multiplied by its charge."
68
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"What happens to a charged particle moving through closely spaced equipotential lines?"
"A charged particle moving through closely spaced equipotential lines will experience a rapid change in speed due to the strong electric field."
69
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"Illustrate the concept of electric potential difference in electric circuits."
"Electric potential difference is the difference in electric potential energy per unit charge between two points in a circuit, driving the flow of electric current."
70
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"Describe the significance of Alessandro Volta in the context of batteries."
"Alessandro Volta is credited with inventing the closest thing to a modern battery, and the unit of voltage is named after him."
71
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"Explain the origin of the term 'battery' in relation to its military context."
"The term 'battery' was inspired by Benjamin Franklin, who used it to describe multiple Leyden Jars connected together, similar to a coordinated group of artillery weapons."
72
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"Define 'Galvanism' and its relevance to early electrical experiments."
"Galvanism refers to the scientific debate regarding whether electricity represented a mysterious life force, stemming from experiments by Lucia and Luigi Galvani with dead animals."
73
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"How did the Galvanis' experiments contribute to the understanding of electricity?"
"The Galvanis discovered that touching a dead frog with two different metals caused it to jolt, leading to the theory that electricity was a life force."
74
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"Do the Galvanis and Volta agree on the source of electricity in their experiments?"
"No, the Galvanis believed electricity came from within the frog, while Volta argued it originated from the metals used in the experiment."
75
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"Explain the experimental setup Volta used to create voltage."
"Volta created a small pile of silver and zinc sheets with layers of cardboard soaked in saltwater in between, generating voltages up to 30 volts without any living creature."
76
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"Describe the chemical process occurring in the Galvanis' frog experiment."
"The acids in the frog's skin dissolved the metals, causing electron transfer that made one metal positive and the other negative."
77
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"What was the outcome of Volta's experiments compared to the Galvanis'?"
"Volta's experiments demonstrated that electricity could be generated without a living organism, while the Galvanis' experiments highlighted the interaction between metals and biological tissues."
78
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"How did the discovery of electricity in dead animals influence scientific thought in the 1780s?"
"It sparked a debate about the nature of life and electricity, leading to the concept of Galvanism as a potential explanation for a life force."
79
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"What was the role of saltwater in Volta's battery experiment?"
"Saltwater acted as an electrolyte, facilitating the flow of electricity between the metal layers in Volta's battery."
80
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"Describe the contributions of Giovani Aldini to the understanding of brain function."
"Giovani Aldini demonstrated that the left hemisphere of the brain controls the right side of the body and vice versa. He also showed that electroshock therapy could potentially cure depression."
81
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"Explain the metaphorical use of the term 'galvanize' in relation to Aldini's experiments."
"The term 'galvanize' refers to inspiring someone to take action suddenly, drawing from Aldini's experiments with galvanic piles."
82
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"Define a battery in the context of electrical devices."
"A battery is any device that maintains a constant voltage by keeping two collections of positive and negative charge separate from each other."
83
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"How do disposable batteries generate a charge?"
"Disposable batteries use two rods of zinc and carbon submerged in sulfuric acid, where the acid dissolves the zinc, creating a positive charge and making the zinc negatively charged."
84
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"Explain the role of terminals in a battery."
"The terminals of a battery are the parts outside the acid that are oppositely charged, allowing for the flow of charge when connected with a wire."
85
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"Describe the process that occurs when a battery is connected with a wire."
"When a battery's terminals are connected with a wire, the positive charge flows to neutralize the negative charge, allowing current to flow until the zinc rod is fully dissolved."
86
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"How can you create a simple battery at home?"
"You can create a low-powered version of a battery by inserting two different metals into a lemon or lime, where the citric acid corrodes the metals and generates a small voltage."
87
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"What happens to a battery when the zinc rod is fully dissolved?"
"When the zinc rod is fully dissolved and no longer touches the acid, the battery is considered dead."
88
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"Explain the chemical reaction that occurs in a disposable battery."
"In a disposable battery, the sulfuric acid dissolves the zinc, leading to a charge imbalance as the zinc becomes negatively charged and the carbon rod becomes positively charged."
89
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"Describe the significance of Aldini's experiments in the context of modern science."
"Aldini's experiments laid the groundwork for understanding brain function and the potential therapeutic uses of electroshock therapy, influencing both neuroscience and psychology."
90
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"Define primary cells in the context of batteries."
"Primary cells are disposable, one-use batteries that cannot be recharged."
91
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"Explain the function of lithium-ion batteries."
"Lithium-ion batteries move lithium ions through a conducting chemical fluid, allowing them to be recharged by reversing the flow of ions."
92
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"Describe the process that occurs when lithium-ion batteries are charged."
"When charging, the terminals of the battery are switched, causing lithium ions to move back to the other side, enabling the battery to be reused."
93
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"How does heat generation affect the lifespan of lithium-ion batteries?"
"As lithium ions move back and forth, friction generates heat, which is transferred to the surroundings, gradually taking energy away from the battery and affecting its lifespan."
94
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"What are the risks associated with lithium-ion batteries due to heat generation?"
"If too much heat is generated, the flammable chemicals in the battery can potentially catch fire, although this is a rare occurrence."
95
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"Discuss the environmental impact of lithium-ion batteries in electric cars."
"While electric cars are cleaner during operation than internal combustion engine cars, there are environmental effects from mining the rare minerals used in battery production."