Partial Fulfillment c:

1. 2/15/2015
In Partial Fulfillment for the
Requirements in Physics 2
(School Year 2014-2015)
1
Relativistic
Mechanics
Prepared by: Laza, Pamana

2. 2/15/2015 [Project Name]
Relativistic Mass
& Energy
2

3. 2/15/2015 [Project Name]
Relativistic Mass
& EnergyAs it turns out,
while length
decreases
between two
points at high
speeds, the mass3

4. 2/15/2015 [Project Name]
Relativistic Mass
& EnergyHowever,
Einstein did
mention that "it
is not good to
introduce the
concept of the4

5. 2/15/2015 [Project Name]
Relativistic Mass
& EnergyTraditionally,
we think that
kinetic energy
is the product
of the mass and
the square of5

6. 2/15/2015 [Project Name]
Relativistic Mass
& EnergyEinstein found
that kinetic
energy was the
product of the
mass, the speed of
light squared, and
6

7. 2/15/2015 [Project Name]
Relativistic Mass
& Energy
7

8. 2/15/2015 [Project Name]
Relativistic Mass
& Energy
TAKE NOTE
THAT
8

9. 2/15/2015 [Project Name]
Relativistic Mass
& Energy1. When the
velocity is small
compared to the
speed of light,
this equation will
reduce down to the
9

10. 2/15/2015 [Project Name]
Relativistic Mass
& Energy2. The amount of
kinetic energy
required to
bring the
velocity closer
to the speed of10

11. 2/15/2015 [Project Name]
Relativistic Mass
& Energy3. If the
velocity were
equal to c, the
equation would
fall apart
because there11

12. 2/15/2015 [Project Name]
Relativistic Mass
& EnergyTherefore, we
can conclude
that it is not
possible to
travel up to or
beyond the speed12

13. 2/15/2015 [Project Name]
Relativistic
Momentum
13

14. 2/15/2015 [Project Name]
Relativistic
MomentumA direct
consequence of
the Special
Theory of
Relativity is
that the speed14

15. 2/15/2015 [Project Name]
Relativistic
MomentumOne would
reasonably
conclude, then,
that there is an
absolute limit
on the momentum15

16. 2/15/2015 [Project Name]
Relativistic
MomentumAccording to
Einstein, the
momentum of an
object is given
by:
16

17. 2/15/2015 [Project Name]
Relativistic
Momentum
17

18. 2/15/2015 [Project Name]
Relativistic
MomentumEven at supersonic
speed, a person's
classical momentum
and relativistic
momentum does not
differ by as much
18

19. 2/15/2015 [Project Name]
Relativistic
Force Law
19

20. 2/15/2015 [Project Name]
Relativistic
Force LawNewton's second
law states that
the total force
acting on a
particle equals
the rate of20

21. 2/15/2015 [Project Name]
Relativistic
Force LawThe same form of
Newton's second
law holds in
relativistic
mechanics.
21

22. 2/15/2015 [Project Name]
Relativistic
Force LawIt will be seen
that Newton's
second law in
terms of
acceleration is
given by: 22

23. 2/15/2015 [Project Name]
Relativistic
Force Law
23

24. 2/15/2015 [Project Name]
Dynamics of a
Single Particle
24

25. 2/15/2015 [Project Name]
Dynamics of a
Single ParticleThe way that the
velocity of a
particle can differ
between observers who
are moving relative
to each other means
that momentum needs25

26. 2/15/2015 [Project Name]
Dynamics of a
Single Particle
26

27. 2/15/2015 [Project Name]
Dynamics of a
Single ParticleIf momentum is
redefined then all
the variables such as
force (rate of change
of momentum), energy
etc. will become
redefined and27

28. 2/15/2015 [Project Name]
Dynamics of a
Single ParticleThe new physics has
an effect at the
ordinary level of
experience through
the relation
28

29. 2/15/2015 [Project Name]
Dynamics of a
Single Particlewhereby it is
the tiny
deviations in
gamma from unity
that are
expressed as29

30. 2/15/2015 [Project Name]
Dynamics of a
Single Particlerelated to
"relativistic"
reasoning rather
than Newton's
empirical ideas.
30

31. 2/15/2015 [Project Name]
Some
Experimental
Results
31

32. 2/15/2015 [Project Name]
Experimental
Results
Three
Experiments
Challenging
Einstein's
Relativistic
Mechanics and 32

33. 2/15/2015 [Project Name]
Experimental
Results
Resuts prove
that the
traditional
electromagnetic
acceleration
theory and33

34. 2/15/2015 [Project Name]
Experimental
Results
Electromagnetic
acceleration
cannot push a
charged particle
to V ≈ c .
34

35. 2/15/2015 [Project Name]
Experimental
Results
Einstein's
relativistic
mechanics cannot
explain the
results from all
the three35

36. 2/15/2015 [Project Name]
Experimental
Results
The Lorentzian
deflecting
force, which
stems from the
interaction
between a static36

37. 2/15/2015 [Project Name]
Experimental
Results
field, depends
upon the speed
of the moving
electron.
37

38. 2/15/2015 [Project Name]
Experimental
Results
For further
information
about the
experiment's
results, feel
free to download38

39. 2/15/2015 [Project Name]
Equivalence of
Mass and
Energy
39

40. 2/15/2015 [Project Name]
Equivalence of
Mass & EnergyIn his theory of
special
relativity
Einstein
formulated the
equation E=mc^2.40

41. 2/15/2015 [Project Name]
Equivalence of
Mass & EnergyA 20g marble
contains as much
energy as a 500
kiloton hydrogen
bomb, but this
energy is very41

42. 2/15/2015 [Project Name]
Equivalence of
Mass & EnergyIt can be
released through
matter-
antimatter
annihilation,
when matter and42

43. 2/15/2015 [Project Name]
Equivalence of
Mass & EnergyNuclear
reactions can be
understood to
release so much
more energy than
chemical 43

44. 2/15/2015 [Project Name]
Relativity and
Electromagnetis
m
44

45. 2/15/2015 [Project Name]
Electromagnetis
m
"If I am moving
at a large
velocity along a
light wave, what
propagation
velocity should45

46. 2/15/2015 [Project Name]
Electromagnetis
m
This was a
question young
Einstein asked
himself and in
1905, he
published a46

47. 2/15/2015 [Project Name]
Electromagnetis
m
how to transform
coordinates,
velocity and
electromagnetic
fields between
two inertial47

48. 2/15/2015 [Project Name]
Electromagnetis
m
1. All physical
laws remain intact
in any inertial
frames, and
2. The light
velocity c is48