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Questions and Answers
Explain why gravitational potential is always a negative value.
Explain why gravitational potential is always a negative value.
Gravitational potential is zero at infinity, and work is done by the gravitational force when moving masses closer together or work is done on the mass to move it to infinity.
With reference to gravitational field lines, explain why the gravitational field near the Earth's surface is approximately constant for small changes in height.
With reference to gravitational field lines, explain why the gravitational field near the Earth's surface is approximately constant for small changes in height.
The change in height is negligible compared to the radius of the Earth, so the field lines are effectively parallel.
State one similarity and one difference between gravitational potential due to a point mass and electric potential due to a point charge.
State one similarity and one difference between gravitational potential due to a point mass and electric potential due to a point charge.
Similarity: Inversely proportional to distance from point, points of equal potential lie on concentric spheres, zero at infinite distance. Difference: Gravitational potential is always negative, electric potential can be positive or negative.
Explain how the force(s) on a satellite can result in the satellite being in a circular orbit around a planet.
Explain how the force(s) on a satellite can result in the satellite being in a circular orbit around a planet.
State two other conditions that must be met for the orbit to be geostationary.
State two other conditions that must be met for the orbit to be geostationary.
Explain why there is a point X on the line between the centers of the Earth and the Moon where the resultant gravitational field strength due to the Earth and the Moon is zero.
Explain why there is a point X on the line between the centers of the Earth and the Moon where the resultant gravitational field strength due to the Earth and the Moon is zero.
Explain how the electric force between the electron and the positron causes the path of the moving particles to be circular.
Explain how the electric force between the electron and the positron causes the path of the moving particles to be circular.
Explain why the gravitational potential energy of the rock is negative.
Explain why the gravitational potential energy of the rock is negative.
Explain, if the car remains in contact with the track, why the centripetal acceleration of the car at point Y must be greater than 9.8 $ms^{-2}$.
Explain, if the car remains in contact with the track, why the centripetal acceleration of the car at point Y must be greater than 9.8 $ms^{-2}$.
Explain why $\phi$ is negative throughout the entire range x = 2R to x = D – R.
Explain why $\phi$ is negative throughout the entire range x = 2R to x = D – R.
Explain how it is possible for the gravitational field strength to be zero despite the presence of two large masses nearby.
Explain how it is possible for the gravitational field strength to be zero despite the presence of two large masses nearby.
Rockets on the satellite are fired so that the satellite enters a different circular orbit that has a period of 150 minutes. The change in the mass of the satellite may be assumed to be negligible. State, with a reason, whether the gravitational potential energy of the satellite increases or decreases.
Rockets on the satellite are fired so that the satellite enters a different circular orbit that has a period of 150 minutes. The change in the mass of the satellite may be assumed to be negligible. State, with a reason, whether the gravitational potential energy of the satellite increases or decreases.
The satellite is travelling from west to east or from east to west. Explain why this affects the launch energy.
The satellite is travelling from west to east or from east to west. Explain why this affects the launch energy.
A second identical solid metal sphere B is now placed near sphere A. Sphere B has -Q charge. Explain why.
A second identical solid metal sphere B is now placed near sphere A. Sphere B has -Q charge. Explain why.
State the reason why two objects that are at the same temperature are described as being in thermal equilibrium.
State the reason why two objects that are at the same temperature are described as being in thermal equilibrium.
State two of the basic assumptions of the kinetic theory of gases.
State two of the basic assumptions of the kinetic theory of gases.
By referring to both kinetic energy and potential energy, explain what is meant by the internal energy of an ideal gas.
By referring to both kinetic energy and potential energy, explain what is meant by the internal energy of an ideal gas.
Why is the model of an ideal gas unlikely to be used for a star?
Why is the model of an ideal gas unlikely to be used for a star?
Use the first law of thermodynamics to explain what happens to the internal energy of a spring when it is stretched at constant temperature within its elastic limit
Use the first law of thermodynamics to explain what happens to the internal energy of a spring when it is stretched at constant temperature within its elastic limit
Explain what happens to the internal energy of a sample of water when it evaporates from a rain puddle on a hot day using the first law of thermodynamics.
Explain what happens to the internal energy of a sample of water when it evaporates from a rain puddle on a hot day using the first law of thermodynamics.
Use the first law of thermodynamics to describe and explain the energy transfers associated with one complete cycle ABCDA.
Use the first law of thermodynamics to describe and explain the energy transfers associated with one complete cycle ABCDA.
Use the first law of thermodynamics to explain why, if work is done on a gas, the temperature of the helium gas increases.
Use the first law of thermodynamics to explain why, if work is done on a gas, the temperature of the helium gas increases.
The first law of thermodynamics may be expressed as $\Delta U = q + W. $ What is meant by q?
The first law of thermodynamics may be expressed as $\Delta U = q + W. $ What is meant by q?
Using a simple kinetic model of matter, describe the structure of a solid.
Using a simple kinetic model of matter, describe the structure of a solid.
The specific latent heat of vaporization is much greater than the specific latent heat of fusion for the same substance. Explain this, in terms of the spacing of molecules.
The specific latent heat of vaporization is much greater than the specific latent heat of fusion for the same substance. Explain this, in terms of the spacing of molecules.
Explain, with reference to the first law of thermodynamics, why the increase in internal energy of the gas is Q.
Explain, with reference to the first law of thermodynamics, why the increase in internal energy of the gas is Q.
By reference to intermolecular forces, explain why the change in internal energy of an ideal gas is equal to the change in total kinetic energy of its molecules.
By reference to intermolecular forces, explain why the change in internal energy of an ideal gas is equal to the change in total kinetic energy of its molecules.
State and explain the effect, if any, in the internal energy of a solid metal ball as it falls under gravity in a vacuum.
State and explain the effect, if any, in the internal energy of a solid metal ball as it falls under gravity in a vacuum.
Use kinetic theory to explain why, when the piston is moved so that the gas expands, this causes a decrease in the temperature of the gas.
Use kinetic theory to explain why, when the piston is moved so that the gas expands, this causes a decrease in the temperature of the gas.
State what is meant by resonance.
State what is meant by resonance.
State what is meant by damping.
State what is meant by damping.
Explain why, when the sphere remains in the horizontal plane, the path of the moving particles are circular.
Explain why, when the sphere remains in the horizontal plane, the path of the moving particles are circular.
The block in is now released so that it oscillates vertically. Explain why the oscillations of the block are simple harmonic.
The block in is now released so that it oscillates vertically. Explain why the oscillations of the block are simple harmonic.
At any given frequency, the amplitude of oscillation of the trolley is constant. Explain how this indicates that there are resistive forces opposing the motion of the trolley.
At any given frequency, the amplitude of oscillation of the trolley is constant. Explain how this indicates that there are resistive forces opposing the motion of the trolley.
Explain how this indicates that there are resistive forces opposing the motion of the trolley
Explain how this indicates that there are resistive forces opposing the motion of the trolley
Explain why there is an induced e.m.f. across wire Q during the discharge of the capacitor.
Explain why there is an induced e.m.f. across wire Q during the discharge of the capacitor.
State two conditions that must be satisfied for a copper wire, placed in a magnetic field, to experience a magnetic force.
State two conditions that must be satisfied for a copper wire, placed in a magnetic field, to experience a magnetic force.
Explain why two long parallel current-carrying wires exert a magnetic force on each other.
Explain why two long parallel current-carrying wires exert a magnetic force on each other.
A Hall probe is placed in What does it mean by “magnetic”, and explain why they are parallel in the lines
A Hall probe is placed in What does it mean by “magnetic”, and explain why they are parallel in the lines
State an explain on why a a coil undergoes dissipation.
State an explain on why a a coil undergoes dissipation.
Flashcards
Gravitational Potential
Gravitational Potential
Work done per unit mass to move a mass from infinity to that point.
Radian
Radian
The angle subtended at the center of a circle when the arc length equals the radius.
Direction of Gravitational Field Line
Direction of Gravitational Field Line
The direction of the force acting on a test mass placed at that point.
Gravitational Field
Gravitational Field
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Newton's Law of Gravitation
Newton's Law of Gravitation
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Uniform Circular Motion
Uniform Circular Motion
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Centripetal Acceleration
Centripetal Acceleration
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Relationship Between Gravitational Potential and Field Strength
Relationship Between Gravitational Potential and Field Strength
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Field of Force
Field of Force
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Gravitational Force
Gravitational Force
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Zero at infinity
Zero at infinity
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Negative Gravitational Potential at X
Negative Gravitational Potential at X
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Gravitational Field Near Earth's Surface
Gravitational Field Near Earth's Surface
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Similarity Between Gravitational and Electric Potential
Similarity Between Gravitational and Electric Potential
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Difference Between Gravitational and Electric Potential
Difference Between Gravitational and Electric Potential
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Non-Geostationary Orbit Differences
Non-Geostationary Orbit Differences
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Satellite Circular Orbit: Force
Satellite Circular Orbit: Force
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Gravitational Field Lines Near Planet
Gravitational Field Lines Near Planet
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Satellite Circular Orbit: Path
Satellite Circular Orbit: Path
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Forces on Object Resting On Earth
Forces on Object Resting On Earth
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Zero Gravitaional Field Strength
Zero Gravitaional Field Strength
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Sphere motion due to magnetic force
Sphere motion due to magnetic force
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Electric force between to charged particles
Electric force between to charged particles
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Gravitational Field
Gravitational Field
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Negative gravitational potential energy
Negative gravitational potential energy
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car remains in contact
car remains in contact
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Study Notes
Gravitational Potential
- Gravitational potential at a point is the work done per unit mass to move a mass from infinity to that point.
- Radian is defined as the angle subtended at the center of a circle when the arc length equals the radius.
- The direction of a gravitational field line indicates the direction of the force acting on a test mass placed at that point.
- Gravitational field means force per unit mass
Newton's Law of Gravitation
- Gravitational force is directly proportional to the product of masses.
- Force between point masses is inversely proportional to the square of their separation.
- The gravitational force (F) between two point masses (m1, m2) separated by a distance (r) is given by F = (Gm1m2) / r^2, where G is the gravitational constant.
Uniform Circular Motion
- In uniform circular motion, speed is constant, but the acceleration is always perpendicular to the velocity.
Centripetal Acceleration
- Centripetal acceleration is acceleration perpendicular to velocity.
Gravitational Potential and Field Strength
- (Gravitational) field strength equals (gravitational) potential gradient with a reference to the minus sign
Field of Force
- Field of force means region of space where a test particle experiences a force.
- Gravitational force refers to the force acting between two masses, or the force on a mass due to another mass, or the force on a mass in a gravitational field.
Gravitational Potential (Application)
- Gravitational potential is negative because potential is zero at infinity, and work is done by masses as they move closer together.
- Gravitational potential is negative as gravitational force between two masses is attractive, so work is done on a mass to move it away from another mass
Gravitational Field Near Earth's Surface
- With small height changes, changes in height is negligible compared with Earth’s radius, making field lines effectively parallel.
Gravitational Potential vs Electric Potential
- Similarity: Inversely proportional to distance from point, points of equal potential lie on concentric spheres and are zero at an infinite distance
- Difference: Gravitational potential is always negative, electric potential can be positive or negative
Non-Geostationary Satellite Orbits
- Not geostationary satellite orbits: Orbit from east to west and orbit is not equatorial/orbit is polar
Circular Orbits
- Gravitational force (of attraction between satellite and planet) causes centripetal acceleration (of satellite about the planet).
Period of Orbit
- Gravitational force provides the centripetal force in circular orbit
- T^2 = (4π^2 / GM) R^3 shows relation between gravitational force, radius etc
Geostationary Orbits
- Orbit must be above the Equator and in direction from west to east
Gravitational Field Lines
- Field lines are radially drawn from the surface, with arrows pointing towards the planet.
- Field lines show force on the satellite that points toward the center of the planet
- Gravitational force is perpendicular to velocity, and will cause centripetal acceleration.
Object on Earth's Surface at Equator
- Gravitational and normal contact force are in opposite directions, and their resultant causes (centripetal) acceleration.
Zero Gravitational Field Strength
- Fields have equal magnitudes in opposite directions
Circular Motion of Sphere
- Magnetic force (on sphere) is perpendicular to its velocity causing centripetal acceleration
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