Grade 11 - Physics Semester 1

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Physics

11th

102 Terms

1
Kinetic Particle Model (KPM) states
that all particles are constantly moving.
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2
Theoretically, at absolute zero
particles are not vibrating and have no energy.
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3
Absolute Zero (Zero Kelvin)
-273.15°C
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4
Thermal energy is
internal energy of an object due to kinetic energy.
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5
The more thermal energy means
The higher the temperature
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6
Temperature is
measurement of an average kinetic energy of an object system.
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7
Kinetic energy is
energy of movement, based on work required for an object to move between 2 points.
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8
Heat is
thermal energy that transfers from a 'hot body' to a 'cold body'
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9
Internal energy is
kinetic energy (K.E) + potential energy (P.E) \= K.E & P.E
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10
Conduction is
heat is transferred through contact between particles. A higher vibrating gives energy to a lower vibrating particle.
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11
Convection is
bodies or currents of particle redistribute due to density. A fluids heat up they expand and get less dense.
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12
Radiation
heat energy is transferred as wave energy (electromagnetic waves). It may transfer through a vacuum.
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13
The addition of energy into a system (no phase change) invokes a
transformation to kinetic energy of particles.
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14
An increase in particle vibration (energy) means
an increase in temperature
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15
Phase change is
change of materials state, eg; solid liquid or gas.
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16
All vibrating particles
emit radiation
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17
If vibration increases, then
the radiation output initially increases, however it will vary.
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18
If energy absorbed is less than energy emitted then
potentially, heat loss has occurred.
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19
Energy removal/loss can occur through
conduction, convection, and radiation.
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20
Specific heat capacity is
the amount of energy required to heat 1kg of a material by 1°C.
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21
Direct proportionality is
Q ∝ m, where m\=mass and Q\= heat energy.
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22
Explain Q ∝ m
when m changes, Q changes in the same way.
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23
If something has a higher heat capacity then
more heat energy is needed
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24
Explain the process of phase changes
When matter changes state (solid, liquid, gas) molecular bonds are restructured. the bond restructuring requires energy for bonds and forces to form/breakdown/rearrange. While this occurs, additional energy does not affect the average kinetic energy, thus the heat energy, meaning there is no temperature change. The process of changing state/ phase change requires energy gain/ loss as the material/ medium has a change in P.E.
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25
Latent heat is
hidden energy, which is unique for every material/ medium. This is the required P.E during phase change.
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26
Calorimetry is
the process of measuring the amount of heat released or absorbed during a chemical reaction.
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27
The Zeroth law states that
objects in thermal contact will eventually reach a thermal equilibrium.
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28
All forms of energy has
the ability to transform into another form of energy.
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29
Energy cannot be
created or destroyed
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30
During transformations,
particles undergo a change. At the micro level, bonds and vibration of particles change. At the macro levels object transform by possibly moving, rotating, rolling etc.
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31
Mechanical work is
energy used for the object to transform.
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32
first law of thermodynamics is
energy is always conserved, irrelevant of the transformation. Total energy remains constant. Law of conservation of energy is always obeyed.
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33
In mechanical systems energy is
'lost' to the environment as heat/sound/friction
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34
Efficiency is
how effective a system or action may execute the required operation
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35
Protons and neutrons are \_____ times \_______ than electrons
2000, heavier
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36
The four main forces are
gravitational force (gravity), electromagnetic force (ESF), strong nuclear force (SNF), weak nuclear force (WNF)
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37
Electromagnetic force is aka
electrostatic (ESF), electro repulsive, or coulomb force
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38
ESF causes protons to
repel
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39
ESF is a
non-contact force
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40
Proton - proton
proton on proton; a way of describing the interaction.
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41
proton-proton and electron-electron interactions are caused by
repulsive force
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42
proton-electron interactions are caused by
attractive force (ESF)
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43
The strongest force is
strong nuclear force
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44
The weakest force is
gravitational force
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45
SNF is
a contact force
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46
fm is a
femtometre, (a quadrillionth of a metre).
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47
SNF overcomes
ESF within 1.5 fm.
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48
SNF only occurs within
the nucleus
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49
When SNF acts within 1.5 fm
larger nuclides become less stable
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50
As protons increase
protons cannot touch each other which causes an imbalance in SNF and ESF, causing the isotope to be unstable.
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51
Neutrons balance out the
stability of nuclides, binding nucleons
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52
Serge plots are
plots of all stable and unstable isotopes.
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53
Serge plots show
0
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54
If the isotope doesn't have enough neutrons
positrons are emitted from protons, causing the proton to become a neutron
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55
Protons emitting B+ decay, it causes the segre plot to
move left or up
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56
Positrons are
positive leptons
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57
Leptons are
an elementary particle of half-integer spin that does not undergo strong interactions.
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58
As the number of protons increase, an atom becomes
heavier and the ESF increases
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59
When there are too many neutrons,
neutrons emit an excited electron, and becomes a proton
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60
an excited electron is
(e- decay or β- decay)
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61
too many neutrons means that
the nucleus needs to get rid of mass or energy
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62
When neutrons emitting e- decay or β- decay, it causes the segre plot to move
right and down
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63
Heavier isotopes require
more SNF and more neutrons than protons
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64
If N/Z is not a stable nuclide
natural radioactive decay (emission) may occur
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65
Decay includes
alpha decay, beta (+ or -) decay, gamma emission (U1-4) and other forms.
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66
Naturally occurring stable isotopes are
less likely to undergo radioactive decay
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67
Emission includes
energy emission for stability, and sometimes particle emission for stability
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68
A parent nuclide is
nuclide before decay
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69
A daughter nuclide is
nuclide after decay or emission
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70
Neutron emission is when
nucleus mass reduces, however the atomic number doesn't change
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71
Proton lost is when
nucleus mass and atomic number reduces, therefore the particle changes, eg, carbon to boron.
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72
Rounding in exams
the answer should have the same number of digits as the least accurate number in the operation.
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73
Percentage uncertainty is the same as
relative uncertainty
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74
Absolute uncertainty \=
1/2 x (increment)
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75
Percentage uncertainty \=
(abs unc/ measurement) x 100
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76
The steps for calculating uncertainty of a line with error bars are
calculate the (T\=gradient (m) + y-intercept) of the l.o.b.f, minimum line and maximum line. Then calculate the absolute uncertainty of the gradient (Abs Unc Gradient (m) \= (max gradient-min gradient)/2). The final equation is then,
T \= ((l.o.b.f m) ± m)t + ((l.o.b.f) ± Abs Unc of y-int)
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77
What does it mean to find the mathematical relationship
You must calculate the gradient with the formula T\=kt, and explain the relationship using x ∝ y.
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78
Absolute Uncertainty formula
max-min/2
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79
Formula for an equation
T \= kt, where k is the gradient and t is the y-intercept
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80
Words to describe graph trends
positive, negative, linear, constant rate of change
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81
Formula for absolute zero
0 Kelvin \= -273°C
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82
Specific Heat capacity formula
Q \= mc∆T
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83
Explain Q\=mc∆T
Q \= heat energy (if Q\>0J, temp increases, if Q
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84
Latent Heat formulas
Q \= mLv and Q \= mLf
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85
Explain Q\=mLv and Q\=mLf
Q \= heat energy (joules)
m \= mass (kg)
Lv \= Latent heat of vaporization (Jkg-1)
Lf \= Latent heat of fusion (Jkg-1)
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86
Lv and Lf of a substance is
Lv the amount of energy per kg required to change a substance from/to liquid state to/from gas state. Lf is the same except from/to solid to/from liquid state.
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87
Formula for thermal equilibrium
Total energy of Q1 \= Total energy of Q2
Q1T \= Q2T
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88
To calculate thermal equilibrium, the formula is
∆Q1 \= -∆Q2
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89
Formula to calculate the change in internal energy
∆u \= Q±W
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90
Formula for efficiency
η \= (energy output/energy input) x 100
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91
Symbols, mass and charge of alpha decay
The mass is 2 protons and 2 neutrons, and it has a +2 charge.
The mass is 2 protons and 2 neutrons, and it has a +2 charge.
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92
Symbols, mass and charge of beta positive decay
The mass is 1 positron, and it has a +1 charge.
The mass is 1 positron, and it has a +1 charge.
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93
Symbols, mass and charge of beta negative decay
The mass is 1 charged electron, and it has a -1 charge.
The mass is 1 charged electron, and it has a -1 charge.
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94
Symbols, mass and charge of gamma emission
Gamma emission are waves, therefore there is no mass or charge.
Gamma emission are waves, therefore there is no mass or charge.
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95
Ionisation ability meaning
the capability to remove electrons from atoms and molecules in the matter through which they pass.
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96
Ionisation ability for the decay
From highest to lowest it goes, alpha, beta +, beta -, gamma.
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97
Penetration ability meaning
the power (length) of an electron beam transmitted for a substance.
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98
Penetration ability for decay
from highest to lowest it goes, gamma, beta -, beta +, alpha.
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99
Against gold foil, alpha particles
are blocked/deflected
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100
Against gold foil, beta + and -
have minimal deflection
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