PHYS 153 Descriptive Astronomy Lab Idaho State

Find below a list of sample documents for Idaho State PHYS 153 course.
 

Idaho State PHYS 153 documents:

  • Idaho State PHYS 153 Fall 2008
    Introduction: Significant Figures Calculation of Errors Physics is largely a quantitative science; that is, a science that is concerned with measurement. Anytime we take data in an experiment we would like to know both how accurate our numbers are
  • Idaho State PHYS 153 Fall 2008
    Interference of Light Just as with sound waves, light waves, when combined, may interfere constructively, destructively or some combination of both. A A 2A + = A A Constructive Interference 2A A A + = A A Destructive Interference In
  • Idaho State PHYS 153 Fall 2008
    rrr v = v0 + at rr r 1r x x 0 = v 0 t + at 2 2 v 2 = v0 + 2a ( x x 0 ) 2 rr r = 0 + t 1 0 = 0 t + t 2 2 2 = 0 + 2 ( 0 ) 2 r r F = ma rr F t = p = J f friction = N at = R ar = 2 r = v2 r s = r r r p = mv adjacent cos = hyp sin = opposi
  • Idaho State PHYS 153 Fall 2008
    Optics Experiment 4 Dispersion Total Internal Reflection Dispersion is a refractory phenomenon that occurs because as light slows down and bends upon entering a denser transparent medium from a less dense transparent medium it slows down and bends p
  • Idaho State PHYS 153 Fall 2008
    PHYS 211 Examination 4 Name (print): _ Signature _ Problem 1 _ Problem 2 _ Problem 3 _ Problem 4 _ Problem 5 _ Problem 6 __ Total _ Directions: Time allowed: 2.5 hours. There are six problems worth varying points each. You may leave the room at an
  • Idaho State PHYS 153 Fall 2008
    Standing Waves On a String Apparatus: 9753 mechanical wave driver, sine wave generator, string, mass set. Objective: The purpose of this procedure is to study an example of a simple oscillating system, a standing wave produced on a stretched string.
  • Idaho State PHYS 153 Fall 2008
  • Idaho State PHYS 153 Fall 2008
  • Idaho State PHYS 153 Fall 2008
    Maxwells Equations Integral Form Differential Form vvq E da = enc 0 v E = 0 vv B da = 0 rr d m E ds = dt vv d E B ds = o I enc + o o dt The Lorentz Force Law: F = qE + qv B v B = 0 v v B E = t v v v E B = o J + o o t v v v v