Y05-1. Y05-2 World Year of Physics 2005 Einstein’s Miraculous Year 1905.

Slides:



Advertisements
Similar presentations
Einsteins Special Theory of Relativity. Relative Motion ALL motion is relative Speeds are only measured in relation to other objects No way to determine.
Advertisements

Classical Relativity Galilean Transformations
Physics Lecture Resources
17-1 Physics I Class 17 Newton’s Theory of Gravitation.
Maxwell’s Equations: The Final Classical Theory Catherine Firth & Alexa Rakoski.
Relativity Theories. The Principle of Relativity Although motion often appears relative, it’s logical to identify a “background” reference frame from.
Lecture Three. Michelson-Morley Experiment Principle of Relativity Laws of mechanics are the same in all inertial frames of reference. namely Laws of.
Special Theory of Relativity
INFINITE SPACE AND ABSOLUTE TIME. Large scale bubble-like structures in the universe. The image contains about 4000 galaxies each representing one luminous.
18-1 Physics I Class 18 Newton’s Theory of Gravitation.
This set of slides This set of slides continues the late-in-life evolution and death of massive stars, stars > 8 solar masses. It starts with Special and.
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.
Special theory of relativity
Lecture Two. Historical Background of Special Relativity.
07-1 Physics I Class 07 Momentum and Impulse Momentum of an Object Definitions.
Special Relativity. Interferometer  A coherent light source can be split and recombined. Phase shifts for different paths  A Michelson interferometer.
03-1 Physics I Class 03 Newton’s Laws of Motion Important Notice.
05-1 Physics I Class 05 Impulse and Momentum Momentum of an Object Definitions.
Special Relativity. Topics Motion is Relative Michelson-Morley Experiment Postulates of the Special Theory of Relativity Simultaneity Spacetime Time Dilation.
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.
18 September 2001Astronomy 102, Fall Einstein at Caltech, 1933 Today in Astronomy 102: relativity In the next five lectures we will discuss Einstein’s.
M H Maps of space Space: N & E or M & H Electromagnetism: E & B or E & B.
Gravitational Waves (& Gravitons ?)
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.
Chapter 26 Lorentz Transform Michelson/Morley Experiment.
Planet Earth Einstein’s Theory of Special Relativity.
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.
1 Special Theory of Relativity. 2 Introduction In 1905, Albert Einstein changed our perception of the world forever. He published the paper "On the Electrodynamics.
Einstein’s Special Theory of Relativity Dr. Zdzislaw Musielak UTA Department of Physics.
Announcements Homework Set 1 is due now. I will accept the homework if placed in my mailbox by 5:00pm today Solution to HW Set 1 will be posted soon (Friday?)
James Clerk Maxwell. Maxwell’s Equations 1.Gauss’ Law for E-fields –Electric charges are the beginning (source) or end (drain) of field lines 2.Gauss’s.
ON THE THEMES: ENERGY, ELECTRICITY, ELECTROMAGNETISM, SOUND, LIGHT, SOLAR SYSTEM Quiz 2 Personalities.
Special Relativity The Failure of Galilean Transformations
Immediate Objectives 1. To describe the physical basis for clock retardation experimental results (e.g., particle lifetimes) 2. To describe the physical.
Albert Einstein Born in 1879 died in 1955 Father of Modern Physics Relativity – describes the very large Quantum mechanics – describes the very small.
07-1 Physics I Class 07 Momentum and Impulse Momentum of an Object Definitions.
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.
Particular and Wavelike Kristine Lister.  Christian Huygens: points on a wave as new sources  Isaac Newton: corpuscular theory.
Relativity Jennifer Keehn. “I want to know how God created this world. I am not interested in this or that phenomena, in the spectrum of this or that.
Astronomy 1143 – Spring 2014 Lecture 18: Special Relativity.
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.
Unit 13 Relativity.
Classical Electrodynamics Jingbo Zhang Harbin Institute of Technology.
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.
Newton’s Law of Universal Gravitation && Kepler’s Laws of Planetary Motion.
Chapter 1 Relativity 1.
Special Theory of Relativity. Galilean-Newtonian Relativity.
Special Relativity /- 5 The End of physics: Black Body Radiation -> Quantum mechanics Velocity of light With Respect to ether Maxwell’s Equations…
PHYSICS. Albert Einstein Albert Einstein lived from he was. jewish. He is famous for E=mc squared (energy equals mass ×by the speed of light.
Chapter 14 Light and Color. Genesis 1: 3-4 God said, “Let there be light”; and there was light. And God saw that the light was good: and God divided the.
Special Relativity (Math)  Reference from Tipler chapter 39-1 to 39-3  Newtonian relativity  Einstein’s postulates  Lorentz transformation  Time dilation.
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.
Einstein’s Special and General Theories of Relativity.
Albert Einstein and the Theory of Relativity
Physics I Class 18 Newton’s Theory of Gravitation.
Lecture 22 Special theory of relativity
From Einstein to Hawking : A journey through spacetime
Newton’s Laws of Motion
Chapter 14 Light and Color.
The Special Theory of Relativity*
Newton’s Laws of Motion
Special Theory Of Relativity Represented By
Physics I Class 17 Newton’s Theory of Gravitation.
Presentation transcript:

Y05-1

Y05-2 World Year of Physics 2005 Einstein’s Miraculous Year 1905

Y05-3 “Einstein Simplified”

Y05-4 Newton’s Laws of Motion

Y05-5 Are Newton’s Laws True?

Y05-6 Where Did Newton Go Wrong?

Y05-7 Maxwell’s Electromagnetic Theory James Clerk Maxwell ( )

Y05-8 The Michelson-Morley Experiment

Y05-9 Einstein’s Postulates of the Special Theory of Relativity

Y05-10 “Special Lorentz Transformation”

Y05-11 Consequences of the Special Theory of Relativity

Y05-12 Length Contraction 0.95 c 0.8 c 0.5 c v = 0

Y05-13 If “F = m a” isn’t true, why do we still use it?

Y05-14 What’s so “special” about Special Relativity?

Y05-15 General Theory of Relativity

Y05-16 Black Holes

Y05-17

Y05-18

Y05-19 Gravitational Waves

Y05-20 Detecting Gravitational Waves

Y05-21 Detecting Gravitational Waves How You Can Participate

Y05-22 Einstein’s Words (1943)

Y

Feedback: Privacy Policy Feedback
Do Not Sell My Personal Information
About project: SlidePlayer Terms of Service

© 2025 SlidePlayer.com. Inc. All rights reserved.