Immediate Objectives 1. To describe the physical basis for clock retardation experimental results (e.g., particle lifetimes) 2. To describe the physical.

Slides:



Advertisements
Similar presentations
Julius Caesar Memorization Exercise Act III, Scene ii, Lines
Advertisements

The funeral of Julius Caesar – A Eulogy
P1X*Dynamics & Relativity : Newton & Einstein Chris Parkes October 2005 Special Relativity Postulates Time Dilation Length Contraction Lorentz Transformation.
Relativity Theories. The Principle of Relativity Although motion often appears relative, it’s logical to identify a “background” reference frame from.
Chapter 14: Maxwell’s Theory By Katie Zerr and Kristin Walker Topics that will be covered: Electromagnetic Theory Displacement Current Michelson-Morley.
Lecture Three. Michelson-Morley Experiment Principle of Relativity Laws of mechanics are the same in all inertial frames of reference. namely Laws of.
Questions about Einstein’s Relativity  Answered  Prof David N. Jamieson School of Physics University of Melbourne Einstein in 1905 STAV & AIP VCE Physics.
Special Theory of Relativity
VCE Physics Unit 3 Einstein’s Relativity Revision Questions.
Harrison B. Prosper Florida State University Young Scholars Program.
Physics 3 for Electrical Engineering Ben Gurion University of the Negev
Special Relativity Lecture 24 F2013 The Postulates Phenomenology The proper frame Time Length Mass energy Measuring events Lorentz transformations 1.
Relativity Pierre-Hugues Beauchemin PHY 006 –Talloire, May 2013.
The Theory of Special Relativity. Learning Objectives  Electromagnetism and Electromagnetic Waves.  Nature of Light.  Do Electromagnetic Waves propagate.
INFINITE SPACE AND ABSOLUTE TIME. Large scale bubble-like structures in the universe. The image contains about 4000 galaxies each representing one luminous.
26-1 Physics I Class 26 The Special Theory of Relativity* *This material is optional. It will not be on any exam.
Lecture 11 Special Theory of Relativity I ASTR 340 Fall 2006 Dennis Papadopoulos.
PHY 1371Dr. Jie Zou1 Chapter 39 Relativity. PHY 1371Dr. Jie Zou2 Outline The principle of Galilean relativity Galilean space-time transformation equations.
Special theory of relativity
Lecture Two. Historical Background of Special Relativity.
Special Relativity. Interferometer  A coherent light source can be split and recombined. Phase shifts for different paths  A Michelson interferometer.
Special Relativity. The Speed of Light 671 Million Miles per Hour.
Lecture Four. Attempts to Save Ether Hypothesis Status Michelson-Morley experiment shows null result.
Maxwell’s Theory Tom Catalano & Sam Roskos. James Clerk Maxwell ( ) Scottish mathematical physicist Vastly influential in many different fields.
Announcements Homework: Supplemental Problems 2 nd Project is due at the final exam which is Tuesday May 5 at 1:30 – 3:30pm. A list of potential projects.
The Theory of Special Relativity. Learning Objectives  Electromagnetism and Electromagnetic Waves.  Nature of Light.  Do Electromagnetic Waves propagate.
18 September 2001Astronomy 102, Fall Einstein at Caltech, 1933 Today in Astronomy 102: relativity In the next five lectures we will discuss Einstein’s.
Monologues vs. Soliloquies
RELATIVITY. Principle of Relativity Postulates of Relativity Special Theory of Relativity General Theory of Relativity.
Phys 3250: Topics in Relativity Instructor: Dr. Spencer Buckner Office: SSC B-326 Office Hours: MWF 10:15 – 11:30am and MWThF 1:30 – 2:30pm or by appointment.
Introduction to special relativity
Option H: Relativity H2 Concepts/postulates special relativity This part of Option H has already been covered in Option D2 Concepts and postulates of.
Page 1 Phys Baski Relativity I Topic #9: Special Relativity I Transformation of Variables between Reference Frames –Non-relativistic Galilean Transformation.
Special relativity.
Special Relativity Space and Time. Spacetime Motion in space is related to motion in time. Special theory of relativity: describes how time is affected.
Special Relativity Contents: The End of Physics Michelson Morley Postulates of Special Relativity Time Dilation.
Relativity Chapter 26. Background  Physics is concerned with describing nature based on observation and measurement.  Principle of Classical Relativity:
Special Relativity The Failure of Galilean Transformations
Announcements Exam 3 is scheduled for Wednesday April 8. Will be pushed back to Monday April 13 Tentatively will cover the rest of Chapter 4, all of Chapters.
PHYS 3313 – Section 001 Lecture #4
Lecture_06: Outline Special Theory of Relativity  Principles of relativity: length contraction, Lorentz transformations, relativistic velocity  Relativistic.
Introduction to special relativity
Special Relativity I wonder, what would happen if I was travelling at the speed of light and looked in a mirror?
Chapter 7 Relativity n Special Theory of Relativity – Einstein 1905 – space contraction and time dilation n General Theory of Relativity – Einstein 1916.
Introduction Classical Physics Laws: Mechanics (Newton), Electromagnetism (Maxwell), Optics, Fluids,.. Etc. Modern Physics: What do we mean? Are the laws.
Special Relativity 1. Quiz 1.22 (10 minutes) and a few comments on quiz So far we know that Special Relativity is valid for all speeds. But it is.
Synecdoch e Mr. Winn dmdisney.com/white-collar%20cartoon.gif.
IB Physics – Relativity Relativity Lesson 1 1.Galilean Transformations (one frame moving relative to another) Michelson Morley experiment– ether. 2.Speed.
Time Standards and Particle Interactions in a Fractal Cosmos By Harry A. Schmitz May 25, 2005.
Chapter 39 Relativity. A Brief Overview of Modern Physics 20 th Century revolution 1900 Max Planck Basic ideas leading to Quantum theory 1905 Einstein.
Wed., Sept. 5, 2012PHYS , Fall 2012 Dr. Jaehoon Yu 1 PHYS 3313 – Section 001 Lecture #3 Wednesday, Sept. 5, 2012 Dr. Jaehoon Yu Galilean Transformation.
Chapter 1 Relativity 1.
Y05-1. Y05-2 World Year of Physics 2005 Einstein’s Miraculous Year 1905.
Galileo’s Relativity: Text: The laws of mechanics are the same in all inertial reference frames. More general: The laws of mechanics are the same in all.
Special Relativity How does light behave in moving reference frames?
Special Relativity (Math)  Reference from Tipler chapter 39-1 to 39-3  Newtonian relativity  Einstein’s postulates  Lorentz transformation  Time dilation.
V Galileo: The object would land at the base of the mast. Therefore, an observer on a ship, moving (with respect to land at velocity v) will observe the.
PHYS 342: More info The TA is Meng-Lin Wu: His is His office hour is 10:30am to 12pm on Mondays His office is Physics.
Lecture 3: PHYS 344 Homework #1 Due in class Wednesday, Sept 9 th Read Chapters 1 and 2 of Krane, Modern Physics Problems: Chapter 2: 3, 5, 7, 8, 10, 14,
UNIT-III RIGID BODY DYNAMICS
PHYS 3313 – Section 001 Lecture #5
Lecture 22 Special theory of relativity
An Introduction To ‘High Speed’ Physics
Special relativity Physics 123 1/16/2019 Lecture VIII.
“The relativity theory arose from necessity, from serious and deep contradictions in the old theory from which there seemed no escape. The strength.
PHYS 3700 Modern Physics Prerequisites: PHYS 1212, MATH Useful to have PHYS 3900 or MATH 2700 (ordinary differential equations) as co-requisite,
The Special Theory of Relativity*
PHYS 3313 – Section 001 Lecture #5
Special Relativity Chapter 1-Class4.
Special Theory Of Relativity Represented By
Presentation transcript:

Immediate Objectives 1. To describe the physical basis for clock retardation experimental results (e.g., particle lifetimes) 2. To describe the physical basis for length contraction experimental results (e.g., Michelson- Morley experiment) 3. To explain why Einstein’s theory happens to give correct results, despite being based on unsupported postulates 4. Show that 1, 2, and 3 are consistent with the behavior of fractal particles in the fractal cosmos

19 th Century Soups Maxwell’s Choice Aether Tom Young’s Aether Huygens Aether Luminiferous Ether

Orbital Speed 30 km/sec relative to ether Aether Soup: Fixed velocity (zero ) relative to ether Velocity of light 300,000 km/sec relative to ether Velocity of light 300,000 km/sec relative to ether

James Clerk Maxwell Dies1879Where’s the soup Albert Michelson and Edward C. Morley 1887No soup detected George Fitzgerald1889Length contraction Hendrick Antoon Lorentz1895Lorentz-Fitzgerald contraction H.A Lorentz1904 Lorentz transformation includes Length contraction and clock retardation ( quite detailed ) Albert Einstein1905 Psedudo-derivation of Lorentz transformation A. Einstein1905E= mc 2 Something missing Here for 100 years

100 th Anniversary of the Paper: ELECTROMAGNETIC PHENOMENA IN A SYSTEM MOVING WITH ANY VELOCITY LESS THAN THAT OF LIGHT By H.A. Lorentz

The Fractal Cosmos: A Galilean Multiverse GR QFT

R0R0 Substrate of a Fractal Universe, Radius = R 0 3D Standing Wave = 4r 0

Derivation of Clock Retardation

Derivation of Length Contraction

Trigonometric Addition of Moving Waves

Is Einstein’s Relativity Theory Superfluous? Einstein special theory of relativity Step 1. Assumes two principles: Relativity (indistinguishable reference frames) Constant speed of light. Step 2. Derives L-T Step 3. Physical Meaning Unknown Fractal mechanics Step 1. Shows physical basis for clock retardation Step 2. Shows physical basis for L-F contraction Step 3. L-T follows for specific measurement methodologies Step 4. Two principles follow from L-T

Superfluous Vs. Preposterous Friends, Romans, countrymen, lend me your ears; I come to bury [Einstein], not to praise him. The evil that men do lives after them; The good is oft interred with their bones; William Shakespeare, “Julius Caesar,” Act 3, Scene 2