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FA 5
I.S
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Temperature
Tells us how
warm
and
cold
an object is
Temperature scales
Kelvin
(K)
Degrees Celsius
(℃)
Fahrenheit
(℉)
Converting temperature scales
1. C =
5/9(F
-
32
)
2. F = (
9/5
)C +
32
3. K = C +
273
Heat
The energy that flows from a
higher-temperature
object to a
lower-temperature
object due to temperature differences
Higher
temperature = more
internal
energy
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
Modes of Heat Transfer
Conduction
Convection
Radiation
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
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
Radiation
Heat
moving in waves
Does not need
molecules
(empty space) to pass the energy
Sun
is main source
Specific Heat Capacity
Quantity of
heat
required to change the temperature of a unit
mass
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
Other formulas for heat transfer
Tf
=
q/cm
+ ti
Ti =
q/cm
-
tf
C
=
q/mt
M
=
q/tc
Q
=
cmt
Thermal
energy
Another name for
heat
energy
Temperature where there is no
kinetic
energy:
0 Kelvin
Thermal Expansion
Tendency of an object to change in
length
, area, and volume due to changes in
temperature
Coefficient of
linear expansion
, α
Amount by which a material changes in unit
length
for every degree
rise
in temperature
Calculating thermal expansion
1.
Linear
: ∆L = αL∆T
2.
Volume
: ∆V = 3αV∆T or βV∆T
3.
Area
: ∆A = 2αA∆T
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
Calculating latent heat
1.
Q
=
mLf
2.
Q
=
mLv
Work
Can be defined in terms of
applied force
and
displacement
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
Work
F x D or
MGD
; unit is
Joules
(J)
Scalar
quantity
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
Power
Work done/time
Scalar quantity
Unit:
Watts
(
W)
Energy
Physical
quantity that enables a person or an object to do
work
Forms of mechanical energy
Kinetic
Energy - energy possessed by moving bodies
Potential
Energy - energy possessed by a body due to its position or condition
Kinetic Energy
KE
=
1/2mv²
Gravitational Potential Energy
PEg
=
mgh
Elastic Potential Energy
PEs = 1/2kx²
Work-energy theorem
The
work done
by a force on an object is equivalent to a change in its
kinetic
energy
Calculating work done on an elastic object
Fs
=
kx
Hooke's Law
(Robert Hooke)
Mechanical Energy
ME
=
KE
+ PE
Initial Energy
PEi +
KEi
= PEf +
KEf
Energy Conversion
: no energy is lost, it will only change form; inverse relationship between
kinetic
and potential
10%
energy obtained by next
organism
, 90% for growth and performing metabolic and physiological processes
Organisms consumed will not all be digested because some of the body became
waste
such as
feces
Energy carrying molecules by predators are used for
metabolic
processes instead of being stored as
biomass
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