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FA 5
I.S
6 cards
Cards (45)
Temperature
Tells us how
warm
and
cold
an object is
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Temperature scales
Kelvin
(K)
Degrees Celsius
(℃)
Fahrenheit
(℉)
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Converting temperature scales
1. C =
5/9(F
-
32
)
2. F = (
9/5
)C +
32
3. K = C +
273
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Heat
The energy that flows from a
higher-temperature
object to a
lower-temperature
object due to temperature differences
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Higher
temperature = more
internal
energy
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Thermal equilibrium
Two objects are in close contact and one gains
energy
from the other without net energy transferred and no more change in
temperature
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Modes of Heat Transfer
Conduction
Convection
Radiation
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Conduction
Direct
contact
is used to transfer
heat
Metals are good
conductors
; plastic, wood, and other materials are poor
conductors
Solids
are better conductors than liquid and
gases
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Convection
Fluids
is the medium of how
heat
passes through
Convection current:
hot
fluid less dense causing it to rise and the cooler fluid denser causing it to
sink down
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Radiation
Heat
moving in waves
Does not need
molecules
(empty space) to pass the energy
Sun
is main source
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Specific Heat Capacity
Quantity of
heat
required to change the temperature of a unit
mass
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Calculating Specific Heat Capacity
1. Find the given
2. Subtract the
final
temperature from the initial temperature to get the
change
in temperature (T)
3. Use formula:
C= Q/mT
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Other formulas for heat transfer
Tf
=
q/cm
+ ti
Ti =
q/cm
-
tf
C
=
q/mt
M
=
q/tc
Q
=
cmt
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Thermal
energy
Another name for
heat
energy
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Temperature where there is no
kinetic
energy:
0 Kelvin
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Thermal Expansion
Tendency of an object to change in
length
, area, and volume due to changes in
temperature
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Coefficient of
linear expansion
, α
Amount by which a material changes in unit
length
for every degree
rise
in temperature
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Calculating thermal expansion
1.
Linear
: ∆L = αL∆T
2.
Volume
: ∆V = 3αV∆T or βV∆T
3.
Area
: ∆A = 2αA∆T
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Phase Changes
Exothermic
: heat released
Endothermic
: heat absorbed
Latent heat of fusion
(
Lf
) - solid to liquid or vice versa
Latent heat of vaporization
(
Lv
) - liquid to gas or vice versa
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Calculating latent heat
1.
Q
=
mLf
2.
Q
=
mLv
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Work
Can be defined in terms of
applied force
and
displacement
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Conditions for work
There must be a
force
acting on the object
The object must be
displaced
The
direction
of the displacement must be the
same
with the direction of the force acting upon the object
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Work
F x D or
MGD
; unit is
Joules
(J)
Scalar
quantity
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Types of work
Positive
: component of the force is in the
same
direction as the displacement
Negative
: component of the force is in the
opposite
direction as the displacement
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Power
Work done/time
Scalar quantity
Unit:
Watts
(
W)
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Energy
Physical
quantity that enables a person or an object to do
work
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Forms of mechanical energy
Kinetic
Energy - energy possessed by moving bodies
Potential
Energy - energy possessed by a body due to its position or condition
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Kinetic Energy
KE
=
1/2mv²
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Gravitational Potential Energy
PEg
=
mgh
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Elastic Potential Energy
PEs = 1/2kx²
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Work-energy theorem
The
work done
by a force on an object is equivalent to a change in its
kinetic
energy
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Calculating work done on an elastic object
Fs
=
kx
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Hooke's Law
(Robert Hooke)
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Mechanical Energy
ME
=
KE
+ PE
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Initial Energy
PEi +
KEi
= PEf +
KEf
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Energy Conversion
: no energy is lost, it will only change form; inverse relationship between
kinetic
and potential
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10%
energy obtained by next
organism
, 90% for growth and performing metabolic and physiological processes
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Organisms consumed will not all be digested because some of the body became
waste
such as
feces
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Energy carrying molecules by predators are used for
metabolic
processes instead of being stored as
biomass
View source
See all 45 cards
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