Modern Physics (PC300) Class #2 Review Einstein and Newton The Ether question How to draw Events on a Spacetime diagram.

Slides:



Advertisements
Similar presentations
Classical Relativity Galilean Transformations
Advertisements

Theory of Special Relativity
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.
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
SPECIAL RELATIVITY Background (Problems with Classical Physics) Classical mechanics are valid at low speeds But are invalid at speeds close to the speed.
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.
INFINITE SPACE AND ABSOLUTE TIME. Large scale bubble-like structures in the universe. The image contains about 4000 galaxies each representing one luminous.
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.
The laws of physics are the same in any inertial (non- accelerating) frame of reference Galileo & Einstein would both agree (at terrestrial speeds.) F=ma.
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.
RELATIVITY. Principle of Relativity Postulates of Relativity Special Theory of Relativity General Theory of Relativity.
2.1The Apparent Need for Ether 2.2The Michelson-Morley Experiment 2.3Einstein’s Postulates 2.4The Lorentz Transformation 2.5Time Dilation and Length Contraction.
Introduction to special relativity
Special Theory of Relativity
S-164 Countdown G minus 15 and counting. Relativity AP Physics Supplemental.
Special relativity.
Chapter R2 Synchronizing Clocks. Newtonian time Time was held to be universal. Clocks ran the same in all inertial systems. In these systems if one system.
Phy107 Fall From last time… Galilean Relativity –Laws of mechanics identical in all inertial ref. frames Einstein’s Relativity –All laws of physics.
Time Dilation.
1 1.Einstein’s special relativity 2.Events and space-time in Relativity 3. Proper time and the invariant interval 4. Lorentz transformation 5. Consequences.
 Newtonian relativity  Michelson-Morley Experiment  Einstein ’ s principle of relativity  Special relativity  Lorentz transformation  Relativistic.
1 PH604 Special Relativity (8 lectures) Books: “Special Relativity, a first encounter”, Domenico Giulini, Oxford “Introduction to the Relativity Principle”,
The nature of …and a history of our attempt to understand it.
Relativity Chapter 26. Background  Physics is concerned with describing nature based on observation and measurement.  Principle of Classical Relativity:
Maxwell’s equations the dawn of 20 th century physics James Clerk Maxwell ( ) Physics 2102 Gabriela González.
Relativity Introduction 14.1 Introduction Electrons can be accelerated to 0.99c using a potential difference of 3.1 MV According to Newtonian Mechanics,
Chapter 9 Relativity Basic Problems The formulation of Newtonian mechanics is based on our daily experience and observation. But, Newtonian mechanics.
1 1.Einstein’s special relativity 2.Events and space-time in Relativity 3. Proper time and the invariant interval 4.Lorentz transformation Einstein’s special.
Time Dilation We can illustrate the fact that observers in different inertial frames may measure different time intervals between a pair of events by considering.
Modern Physics (PC300) Class #3 Moore - Chapter R3 - Time Chapter R4 - Metric Equation Chapter R5 – Proper time Chapter R6 – Coordinate Transformations.
Chapter 28: Special Relativity
Introduction to special relativity
The Theory of Special Relativity. Learning Objectives  Einstein’s two postulates in his theory of special relativity: The principle of relativity. (Same.
Phy 107 Fall From Last Time Physics changed drastically in the early 1900’s Relativity one of the new discoveries –Changed the way we think about.
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.
Essential idea: Einstein’s study of electromagnetism revealed inconsistencies between the theory of Maxwell and Newton‘s mechanics. He recognized that.
Chapter 29 Physics of the Atom Physics of the Atom.
Chapter 26 Relativity. General Physics Relative Motion (Galilean Relativity) Chapter 3 Section 5
IB Physics – Relativity Relativity Lesson 1 1.Galilean Transformations (one frame moving relative to another) Michelson Morley experiment– ether. 2.Speed.
Classical Electrodynamics Jingbo Zhang Harbin Institute of Technology.
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.
The lull before the storm Newton developed his theory of gravity in Maxwell unified electricity and magnetism in It was verified experimentally.
Modern Physics PC301 Intoduction to SR units Intoduction to SR units Principle of Relativity – Define Inertial Reference Frames Principle of Relativity.
1 PHYS 3313 – Section 001 Lecture #4 Monday, Jan. 27, 2014 Dr. Jaehoon Yu Galilean Transformation Do we need Ether? Michelson-Morley Experiment Einstein’s.
Relativity. Historical Development 1600s Newton discovered his laws of mechanics Applied to a wide variety of problems over the next two decades Worked.
Special Relativity How does light behave in moving reference frames?
Chapter 24 The Electromagnetic Wave. 0) Summary of electromagnetism to Maxwell (1860) Kelvin: lines-of-force to replace action-at-a-distance (Coulomb’s.
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.
THE PRINCIPLE OF SPECIAL RELATIVITY 10 TH GRADE SCIENCE.
Special Relativity I Today: Quiz Special Relativity
UNIT-III RIGID BODY DYNAMICS
PHYS 3313 – Section 001 Lecture #5
General Physics (PHY 2140) Lecture 23 Modern Physics Relativity
General Physics (PHY 2140) Lecture 24 Modern Physics Relativity
Lecture 22 Special theory of relativity
PHYS 3700 Modern Physics Prerequisites: PHYS 1212, MATH Useful to have PHYS 3900 or MATH 2700 (ordinary differential equations) as co-requisite,
Spacetime Structure.
The Special Theory of Relativity*
PHYS 3313 – Section 001 Lecture #5
Presentation transcript:

Modern Physics (PC300) Class #2 Review Einstein and Newton The Ether question How to draw Events on a Spacetime diagram

Maxwells Equations ->"Light must travel at 3*10 8 ms -1 relative to….er….er….ether, yes that's it! In all other reference frames light would be observed to travel at different speeds." - Maxwells private moment of astonishment, sometime last century.

Maxwells Four Equations predicted waves of oscillating electric and magnetic fields travel through empty space at a speed 310,740,000 m/s. "This velocity is so nearly that of light, that it seems we have strong reason to conclude that light itself (including radiant heat, and other radiations if any) is an electromagnetic disturbance in the form of waves propagated through the electromagnetic field according to electromagnetic laws. " 1. Electric charges produce electric fields (Gauss's law), 2. Experimental absence of magnetic charges (Gauss's Magnetism Law), 3. Currents produce magnetic fields (Ampère's law) 4. Changing magnetic fields produce electric fields (Faradays Law + Maxwells Extension)

Ether Is it real? Lab Extension Idea: Assess literature claiming to still support ether

Michelson Morley Experiment MORE IN LAB NULL RESULT

Michelson Explanation Downwind cv c + v vc c - v Upwind √(c 2 - v 2 )c v Acrosswind Resultants

Kennedy Thorndike Experiment (1932)

More accurate experiments Brillet-Hall expt

More Evidence

Einsteins Logical Thinking Ether is "too problematic" -> throw it out! Maxwell's Equations are frame independent. (Why is this necessary?)

Einsteins Logical Thinking 2 Light travels at c in a "vacuum" - no special frame. Light travels at c in every frame; hence is frame independent Maxwell's equations fit with principle of relativity.

Galilean Transformation Equations must be wrong! Einstein Postulates: 1: All laws of physics, and all numerical constants that appear in them, are exactly the same in all inertial reference frames. 2: The speed of light in empty space always has the same value c.

What is the consequence of this hypothesis? " Time is NOT absolute. Two people will measure different times of light moving from one place to another, and disagree on the distance traveled BUT would agree on velocity."

Spacetime Diagrams x t Slope= xAxA tAtA Event A y tAtA xAxA yAyA inverse velocity Worldline

Spacetime Movies x t * E

Radar Method x t tAtA tBtB master clock worldline EventtEtE xExE

Moore Chapter 2 2 Minute Questions

Wow! This course is moving! Homework Set #1 Due tomorrow morning Lab class today…assignment for next week in lab and notebooks… Simulation #1 Due on Friday The next week you have a second Problems Set…and Lab… Read the text…are you finished your first read through yet? Thank goodness this is 6 credits! (For those in PC300)

Homework Questions Problems from Moore. See problem assignment sheet! Reading! Albert Michelson Next Wed by 8:00 am

Concept of Time Coordinate Time (  t) Time between events in given inertial frame (frame dependent) Proper Time (  ) One clock present at both events (frame independent) Spacetime Interval (  s) One clock present at both events whose worldline is inertial (frame independent) One clock present at both events whose worldline is inertial (frame independent) 1. Proper Time? 2. Spacetime? 3. Coordinate Time? Who measures:

Newton & Einsteins view of time Isaac Newton was right about some of his ideas about time but he was wrong about others. For instance, he said that time is absolute. His theory for this was that if a pulse of light is sent from one place to another, different observers would agree on the time it took for the light to get from one place to the next (since time is absolute), but the two observers would not always agree on the distance the light traveled (since space is not absolute). Since the speed of light is simply the distance divided by time, different observers would measure different speeds of light. This is where Einstein disagreed with Newton, because in Einstein's relativity all observers must agree on the speed of light because it never changes. In Einstein's theory, since the two observers don't agree on the distance the light has traveled, they must disagree on the time it took for the light to go between the two places. The time taken is the distance the light traveled, which the observers don't agree on, divided by the speed of light, which they do agree on. In other words, Einstein put an end to the idea that time is absolute. Since time is relative, space must be relative too.

From Newton to Einstein Newton: Time is absolute. Two people will measure the same time between events, but disagree on distance and thus velocity. Einstein: Time is NOT absolute. Two people will measure different times of light moving from one place to another, and disagree on the distance travelled BUT would agree on velocity.