Symposium on philosophy and the empirical sciences 16:15Welcome Jaakko Hintikka: Natural philosophy in quantum theory and quantum theory in natural philosophy.

Slides:



Advertisements
Similar presentations
Forces and Interactions Mr Finn Honors Physics October 2011.
Advertisements

Relativity Theories. The Principle of Relativity Although motion often appears relative, it’s logical to identify a “background” reference frame from.
PHY 102: Quantum Physics Topic 3 De Broglie Waves.
The Electronic Structures of Atoms Electromagnetic Radiation
Extragalactic Astronomy & Cosmology First-Half Review [4246] Physics 316.
Electronic Structure of Atoms
Developing a Theory of Gravity Does the Sun go around the Earth or Earth around Sun? Why does this happen? Plato } Artistotle } Philosophy Ptolemy }& Models.
Galileo simply described this as the fact that an observer in motion sees things differently from a stationary observer We use this as a part of our everyday.
EPPT M2 INTRODUCTION TO RELATIVITY K Young, Physics Department, CUHK  The Chinese University of Hong Kong.
INFINITE SPACE AND ABSOLUTE TIME. Large scale bubble-like structures in the universe. The image contains about 4000 galaxies each representing one luminous.
Chapter 22: Black Holes Einstein’s relativity: –Special –General –Relativity and black holes Evidence of black holes Properties of black holes Long-time.
The Photoelectric Effect
Relativity Chapter 26. Introduction Major Physics accomplishments by the end of the 19 th century –Newton’s laws –Universal gravitation –Kinetic-molecular.
PHY 042: Electricity and Magnetism Introduction Prof. Pierre-Hugues Beauchemin.
Hubble Diagram: Distribution of Galaxies. Hubble’s Law: v = H o d Velocity increases with distance.
Julia Sickels - jns5224 Sam Fisher - sef5176 Alyssa Hawras - aoh5295.
Relative Velocity Two observers moving relative to each other generally do not agree on the outcome of an experiment However, the observations seen by.
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.
Imperial College, LONDON, SEPTEMBER, 2008 From local to global relativity Tuomo Suntola, Finland Physical Interpretations of Relativity Theory XI.
Zero-energy space cancels the need for dark energy Tuomo Suntola, Finlandwww.sci.fi/~suntola/ Mathematics, Physics and Philosophy.
RELATIVITY. Principle of Relativity Postulates of Relativity Special Theory of Relativity General Theory of Relativity.
Planet Earth Einstein’s Theory of Special Relativity.
Advanced mechanics Physics 302. Instructor: Dr. Alexey Belyanin Office: MIST 426 Office Phone: (979)
Lecture 6 Momentum, Relativity, Energy and Civilization Chapter 3.8  3.15 Outline Linear Momentum Angular Momentum Relativity and Rest Energy Energy and.
Special Relativity Space and Time. Spacetime Motion in space is related to motion in time. Special theory of relativity: describes how time is affected.
Einstein’s Special Theory of Relativity Dr. Zdzislaw Musielak UTA Department of Physics.
NS 1300 Dr. Hoge.  Can we slow light down?  Can we make things invisible?  Is it possible to travel faster than the speed of light?  Is faster than.
Chapter 26 Relativity © 2006, B.J. Lieb
 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”,
Physics Department Phys 3650 Quantum Mechanics – I Lecture Notes Dr. Ibrahim Elsayed Quantum Mechanics.
Engineering Mechanics
Albert Einstein Born in 1879 died in 1955 Father of Modern Physics Relativity – describes the very large Quantum mechanics – describes the very small.
It’s all Relativity. March, 1905: Twenty six year old Albert Einstein demonstrates the particle nature of light by explaining the photoelectric effect.
Final Test Review Tuesday May 4 th 10:00am to 11:50am Relativity Quantum Mechanics.
Ch. 5: Newton’s Laws of Motion DYNAMICS. Force Force: “A push or a pull”. F is a VECTOR! Vector Addition is needed vector to add Forces!
Motion & Force: DYNAMICS
Wave-Particle Duality - the Principle of Complementarity The principle of complementarity states that both the wave and particle aspects of light are fundamental.
Chapter 28: Special Relativity
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.
Newtonian Mechanics Single Particle, Chapter 2 Classical Mechanics: –The science of bodies at rest or in motion + conditions of rest or motion, when the.
Introduction Classical Physics Laws: Mechanics (Newton), Electromagnetism (Maxwell), Optics, Fluids,.. Etc. Modern Physics: What do we mean? Are the laws.
Ch. 4, Motion & Force: DYNAMICS
Large Number Hypothesis. Universal Constants  In physics, many numbers that we believe do not change with time, they are “universal constants”.  4 so-called.
Energy-Mass Equivalence
The general theory of relativity 100 years The Finnish Society for Natural Philosophy, The House of Sciences, Helsinki November 10, :15Prof. Tapio.
1 The Re-Physicalization of Physics by Albrecht Giese Hamburg, Germany Puebla The Re-Physicalization of Physics.
Physics 213 General Physics Lecture Exam 3 Results Average = 141 points.
T. K. Ng (HKUST) The classical Universe Plan: This lecture: Review Pre-relativity/Quantum Mechanics picture of our physical universe You will learn some.
British Society for the Philosophy of Science School of Computing & Technology, University of Sunderland. Physics Dept., Bauman Moscow State Technical.
Relativity. Historical Development 1600s Newton discovered his laws of mechanics Applied to a wide variety of problems over the next two decades Worked.
Quantitative expression of Mach’s principle The Finnish Society for Natural Philosophy, The House of Science and Letters, Helsinki March 9, 2016 Tuomo.
Chemistry I Chapter 4 Arrangement of Electrons. Electromagnetic Radiation Energy that exhibits wavelike behavior and travels through space Moves at the.
PHYSICS Introduction. DO NOW  Use seating chart to find seat  Get an index card  Get a text book  Record name, text book number, date received (9/7/06),
Restructuring of the Scientific Picture Scientific Models and a Comprehensive Picture of Reality, The Finnish Society for Natural Philosophy, Helsinki,
Special Relativity without time dilation and length contraction 1 Osvaldo Domann
Chapter 9, 28 Modern Physics Introduction to Relativity and Quantum Physics.
Einstein’s Universe Dr Martin Hendry Dept of Physics and Astronomy,
5. Wave-Particle Duality - the Principle of Complementarity
Emergence of Modern Science
Albert Einstein and the Theory of Relativity
Electron Clouds and Probability
Electron Clouds and Probability
An Introduction To ‘High Speed’ Physics
Chapter 28: Special Relativity
The Galilean Transformations
The Galilean Transformations
Light and Energy Electromagnetic Radiation is a form of energy that is created through the interaction of electrical and magnetic fields. It displays wave-like.
5. Wave-Particle Duality - the Principle of Complementarity
Presentation transcript:

Symposium on philosophy and the empirical sciences 16:15Welcome Jaakko Hintikka: Natural philosophy in quantum theory and quantum theory in natural philosophy. Juha Himanka: On Edmund Husserl’s crisis of science. Avril Styrman: Relativity principle and absolute time. 17:50Coffee break 20 min Ari Lehto: Period doubling: Metaphysics or empiricism? Tuomo Suntola: Can the physical reality be described in an understandable way? Discussion of the theme of the day The Finnish Society for Natural Philosophy, – The House of Sciences, Helsinki

Can the physical reality be described in an understandable way? Tuomo Suntola The Finnish Society for Natural Philosophy,

From observations to a picture of reality and understanding of reality Mathematical description, model Observation Prediction Metaphysics, ontology Postulates definitions Understanding of reality ”Understanding” of observations The picture of reality Philosophy Physics Natural philosophy The Finnish Society for Natural Philosophy,

From observations to a picture and understanding of reality Mathematical description, model Observation Prediction Metaphysics, ontology Postulates definitions Understanding of reality ”Understanding” of observations The picture of reality Philosophy Physics -Time and space have appeared (at certain probability) from emptiness in an instant quantum jump. -Space expands at accelerating speed – the flow of time is a function of the local state of motion and gravitation. -Energy is expressed as mass and radiation. Structures and their probabilities are described in terms of wave functions. -Quantum interactions are intermediated by gauge bosons as force carriers. Theories shall be based on a few simple assumptions. Same assumptions apply in all subareas of natural sciences. What – Where – When ? ( kg – m – s ) The Finnish Society for Natural Philosophy,

The puzzle of postulates Cosmology Quantum mechanics Electromagnetism Maxwell’s equations: -Electromagnetic interactions -Electromagnetic radiation Conservation of electric charge -General relativity: Gravity as a property of space-time - Cosmological principle -Reciprocity principle -K-correction -Planck equation as an intrinsic property of radiation -”Hubble flow” -Dark matter, dark energy -Inflation hypothesis -Gravitational radiation -Planck equation -Wavefunction -Schrödinger equation -Uncertainty principle -Wave-particle dualism -Dirac equation Special relativity Classical mechanics Motion Matter Space -Force as basic quantity -Mass as the measure of inertia -The laws of motion -Galilean relativity -Newton’s law of gravitation -Equivalence principle -Absolute time General relativity -Relativity principle -Equivalence principle -Length contraction, time dilation -Constancy of the velocity of light -Mass as an expression of energy -Mass as a function of velocity The Finnish Society for Natural Philosophy,

The tree of the natural sciences Thales ”Everything in space is united”. The most exact of the sciences are those which deal most with first principles. Changes are driven by entelecheia, the actualization of potentiality. Aristotle ” The total amount of force (energy) in the world is conserved both locally and globally - there is always as much force (energy) in a cause as in its effect.” Local is a mirror of the universe (monadology). Gottfried Leibniz ”The laws of nature are the same in all systems in rectilinear motion. Galileo Galilei Electromagnetism can be described as interplay of potential energy and the energy of motion. James Maxwell The laws of motion, the balance of forces – deterministic, linear reality Isaac Newton The theory of relativity, FLRW cosmology Albert Einstein... sphere is the most perfect form, needing no joint and being a complete whole,... best suited to enclose and retain all things and parts of the universe like the sun, moon and stars … Nicolaus Copernicus Planck equation, a quantum of action Max Planck The Dynamic Universe: Relativity appears as a consequence of the conservation of total energy in space, quantum states are energy minima of the energy states of resonant mass wave structures. The characteristic frequency of atomic oscillators is determined by the energy state. Time and distance are universal coordinate quantities where motion and gravitation are in a dynamic balance A holistic description of space, space as the 3-surface of a 4-sphere, Matter wave, wave function, inderterminism de Broglie Schrödinger Planck’s equation is derived from dipole emission >> the energies of EM- and mass- waves can be expressed in unified forms. What – where – when? The Finnish Society for Natural Philosophy,

Is time distorted or is the clock frequency changed? (Planck’s equation Maxwell’s equations) Relativity theory: Dynamic Universe: Im Re Im Re Im The Finnish Society for Natural Philosophy,

Force and acceleration (rectilinear motion) When the Lorentz-transformation and the constancy of the velocity of light are postulated, the mass of a moving object is increased: Newton’s second law defines mass as the ratio between force and acceleration: Local rest mass m 0 The 4-velocity of space When the conservation of total energy is postulated, the locally available rest energy is a function of the local energy state; the increase of the mass in motion comes from the energy input needed to achieve the state of motion: The Finnish Society for Natural Philosophy,

Force and acceleration (rectilinear motion) When the effects of the parent frames on the local velocity of light and the rest mass are omitted, the SR equation results: When also the import of extra mass needed in obtaining the motion is omitted, the Newtonian equation of motion results: The 4-velocity of space The equation of motion as derived from the total energy in space: Local rest mass m 0 The Finnish Society for Natural Philosophy,

If the relativity principle is postulated the velocity of light and the rest mass are constants - and the coordinate quantities, time and distance become functions of the gravitational state and the velocity of the object. If the conservation of the total energy is postulated, the coordinate quantities, time and distance, are constants – and the velocity of light and the locally available rest mass become functions of the gravitational state and the velocity of the object. The alternatives The Finnish Society for Natural Philosophy,

Can the physical reality be described in an understandable way? Yes it can, but only via merging of philosophy and the empirical sciences. The Finnish Society for Natural Philosophy,