1 / 20

AP Physics

AP Physics. Chapter 1: Measurement. Intro to Physics. Classical Physics- Mechanics (Newton) Thermodynamics (Watt/Carnot/Diesel) Optics (Huygens/Young/Fresnel) Electricity and Magnetism (Maxwell) Solid understanding Prior to 1900’s. Intro. Modern Physics Late 1800’s

haile
Télécharger la présentation

AP Physics

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. AP Physics Chapter 1: Measurement

  2. Intro to Physics • Classical Physics- • Mechanics (Newton) • Thermodynamics (Watt/Carnot/Diesel) • Optics (Huygens/Young/Fresnel) • Electricity and Magnetism (Maxwell) • Solid understanding Prior to 1900’s

  3. Intro • Modern Physics • Late 1800’s • Discoveries made that cannot be explained by theories of Classical Physics • Relativity (motion at/near c) [Einstein] • Quantum Mechanics (atomic structure/behavior) [Bohr, Heisenberg, deBroglie, Schrodinger etc) • Onset of the Nuclear Age

  4. Intro • Where are we now? • Unify General Relativity and Quantum Mechanics (macroscopic) (microscopic) • GUT/TOE • Current Research/Theories- • Higgs-Boson: early indications that it does in fact exist • Statistical Probability of approximately “5 sigma” • Non-zero Mass Neutrinos • String Theory (M-Theory) multidimensional (11)

  5. 1.1 Standards of Measurement Standardized System of Measurement allows collaboration/repetition/verifcation Basic Quantities- (Mechanics) Length Mass Time Derived Quantities- Combinations of basics Ex: Force = mass x length/time2

  6. 1.1 • Standards- International System of Units (Le Systeme International d’unites- SI) • Length Meter (m) • Distance light travels in 1/299792458th sec

  7. 1.1 • Mass International Standard Kilogram (Kg) • Kg Standard Platinum-Iridium Alloy Cylinder • Height = Diameter (39.17 mm) minimizes surface area • Incredibly low Reactivity • Held at IBWM, Sevres France • Copies Distributed to other Nations (US held at NIST)

  8. 1.1 • Time second (s) • Cesium-133 Atomic Fountain Clock • 1 second based on resonant frequency of 9,192,631,770 radiation oscillations (periods of vibration). • Will not gain/lose a second in 100 million years.

  9. 1.1 Metric Prefixes See Table 1.4 (page 7) KNOW 10-9 - 109 (reference for others) Scientific Notation Generally used for numbers smaller/larger than 10-3 - 103

  10. 1.2 Modeling • Models- THEORY used to account for observed phenomenon/make reliable predictions Ex: Theory of Matter Matter-> Atom -> Sub-atomic particles-> Quarks-> Strings?

  11. 1.3 Density and Atomic Mass • Density- Mass per unit volume (length3) • (rho) units: kg/m3 g/cm3 • Atomic Mass- single atom expressed in AMU (1 u = 1.660 538 7 x 10-7 kg) • Remember : • 1 mole = 6.02x1023 atoms • Molar Mass = Atomic Mass in grams • Solve Example 1.1 Page 10

  12. 1.4 Dimensional Analysis • Dimension- Physical Nature of a Quantity Length (L) Mass (M) Time (T) Area (L2) Volume (L3) Speed (L/T) Accel (L/T2) Deriving/Verifying Expressions- Dimensions treated as algebraic quantities, same on both sides of expression. Only add/subtract like dimensions.

  13. 1.4 • Try a couple

  14. 1.5 Converting Units • Different Standards within a given dimension. Ex: 1 mi = 1609 m Units are also treated as algebraic quantities. Ex: Convert 5’ 10” -> m

  15. 1.6 Estimates and Order of Magnitude • Quick Estimates when an exact answer is not needed. • Order of Magnitude (nearest power of 10) • Ex: 0.0082 -> .01 -> 10-2 • Ex: 365 -> 400 -> 4x102 • Up/Down work out • Try Estimating: • Steps across the US • Breaths in a lifetime

  16. 1.7 Significant Figures and Uncertainty • Significant Figures • Measurement Precision • Measurements Estimated between smallest marking • Ex: 20.25 cm ± 0.03 cm • Problem Solving • Generally Keep the fewest number of S.F. given • Usually 3

  17. 1.7 • Uncertainty Calculations • 2 Methods • Treat Measurement and Uncertainty like a Binomial to calculate. Ex: Find the area of 10.0 m ± 0.1 m by 5.0 m ± 0.1 m

  18. 1.7 • Or Add the two fractional (%) uncertainties. • Same Example • Problems • Black# = Straightforward • Blue# = Intermediate • Pink# = Challenging • Box# = Full Solution in Study Guide (See me) • WWW = Resources/coaching at www.pse6.com **

  19. HW • 4, 9, 11, 12, 20, 22, 31, 49, 55, 61

More Related