Conservation of Energy Flashcards

1
Q

What is Energy?

A

Energy is the capacity to do work

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2
Q

Principle of Conservation of Energy

  • is close system, isolated from its surroundings, the total energy of the system is (a)_____________.
  • Energy cannot be created or destroyed, only can (b)____________ or (c)__________.
A

a. conserved
b. transform
c. transfer

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3
Q

Application in 3 Condition of Law in Conservation of Energy

A

a. Free Fall
b. Spring
c. Pendulum

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4
Q

These forces cause energy to be converted into forms that cannot be easily regained

-works depend on the path taken

A

Non-conservative forces (e.g. Friction, Air & Water Resistance)

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5
Q

These forces cause energy to converted into forms that can be easily regained.

-Work does not depends on the path taken

A

Conservative Forces (e.g. Gravity, Spring, Electronic Forces)

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6
Q

is the energy that is possessed by an object due to its motion or due to its position.

A

Mechanical Energy

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7
Q

It can be either kinetic energy (energy

of motion ) or potential energy ( stored energy of position )

A

Mechanical Energy

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8
Q

Energy that lies at the level of atoms and does not affect motion on a scale

A

Non-Mechanical Energy

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9
Q

Atoms and molecules are constantly in motion so they have kinetic energy, but we cannot see it. Such kinetic energy is not mechanical by nature

A

Non-Mechanical Energy

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10
Q

Kinetic energy can be transferred to particles through collision. Elastic collision preserves the total mechanical energy of the system

A

Non-Mechanical Energy

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11
Q

The average kinetic energy of particles in an object increase as the object gets hotter and decreases as it
cools down

A

Non-Mechanical Energy

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12
Q

Give an Example of Non-Mechanical Energy

A
Heat Energy
Light Energy
Chemical Energy
Electrical Energy
Nuclear Energy
Sound Energy
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13
Q

A change in forms form one form to another forms of energy is called ____________ or ________________

A

Energy Conversion or Energy Transformation

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14
Q

Sometimes, one form of energy needs to
be transformed into another to get work
done

A

Single Transformation

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15
Q

Often, a series of energy transformations is needed to do work

A

Multi-transformations

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16
Q

It is a conserved quantity. In the absence of air resistance, as the object falls, its potential energy is converted into kinetic energy. The sum of the kinetic and potential energies is
a constant

A

Free fall of energy

17
Q

Formula for Conservation of Energy

A

1/2(m)(initial v)sq. + mgh = 1/2(m)(final v)sq. + mgh

18
Q

Formula for speed of conservation of energy

A

v = sq.rt of 2KE/m