Detailed Information

PHYC10210 - Quanta, Particles and Relativity (Credit) - 2017

This module provides a thorough introduction to the Theory of Special Relativity and its application to laboratory and astrophysical problems. Galilean invariance and inertial frames of reference are introduced. The challenges posed by Maxwell's work on electromagnetic radiation and the Michelson-Morley experiment are discussed. Einstein's postulates are described and the Lorentz transformations derived. The kinematic consequences are derived including length contraction, time dilation, velocity transformation and the relativistic Doppler effect. Proper time and spacetime diagrams are introduced and used to analyse the twin "paradox". The dynamical results of special relativity are described including mass-energy equivalence, force, acceleration and conservation laws. These are applied to particles and quanta in laboratory and astrophysical problems.

Tutor Dates Schedule Time Venue/Location Fee €
Professor Peter Duffy 12 Sep 2017 to 30 Nov 2017 Sessions: 24
Additional Lecture: Thursdays, 12:00 - 13:00 (129, Science North)
11:00 Belfield

500.00



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Semester 1

Level 1

Lectures: Tuesdays 11:00 - 12:00 and Thursdays 12:00 - 13:00

No tutorials.

 

If you are taking this module for credit, please take note of the dates below:

Term dates for revision:  Saturday, 1 December - Sunday, 09 December

Term dates for exams:    Monday, 10 December - Friday, 21 December

Open Learning Fee (audit only) €350 per module

Open Learning Fee (with assessment) €500 per 5 credit module

 

Upgrading from audit to credit:  You may upgrade from being an audit student to a credit student up to three weeks into term. Please note, however, that you can't change back to being an audit student - if you decide not to complete the assignments and/or sit the exams, this will appear on your academic record.

 

Concessions
There are no concessions available for Open Learning modules.

 

Refunds
Refunds may in some instances be available for extenuating circumstances, such as serious illness, within two weeks of the start of the module.  Requests for refunds must be submitted in writing, with supporting documents where appropriate.

Prof Peter Duffy