A Level Physics (SHAP) Edexcel

This subject is broken down into 172 topics in 12 modules:

  1. Working as a Physicist 8 topics
  2. Higher, Faster, Stronger (HFS) 19 topics
  3. The Sound of Music (MUS) 14 topics
  4. Good Enough to Eat (EAT) 12 topics
  5. Technology in Space (SPC) 17 topics
  6. Digging up the Past (DIG) 10 topics
  7. Spare-Part Surgery (SUR) 11 topics
  8. Transport on Track (TRA) 12 topics
  9. The Medium is the Message (MDM) 6 topics
  10. Probing the Heart of Matter (PRO) 24 topics
  11. Build or Bust? (BLD) 11 topics
  12. Reach for the Stars (STA) 28 topics
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  • 12
    modules
  • 172
    topics
  • 65,011
    words of revision content
  • 8+
    hours of audio lessons

This page was last modified on 28 September 2024.

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Physics (SHAP)

Working as a Physicist

Based and Derived Quantities and their SI Units

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Based and Derived Quantities and their SI Units

Based Quantities and their SI Units

  • Length: The metric for distance between two points. The SI unit, Metres (m), represents this.
  • Mass: A measure of the amount of matter within a body. The SI unit, Kilogram (kg), signifies this.
  • Time: The ongoing sequence of events. The SI unit, Seconds (s), denotes it.
  • Electric Current: Measures the rate of flow of charge in a circuit. The SI unit, Ampere (A), establishes this.
  • Thermodynamic Temperature: A scalar measure of hotness and coldness. The SI unit, Kelvin (K), corresponds to this.
  • Amount of Substance: The quantity of matter measured by the number of atoms or molecules. This is denoted by the SI unit Mol (mol).
  • Luminous Intensity: The amount of light emitted in a particular direction. The SI unit, Candela (cd), illustrates this.

Derived Quantities and their SI Units

  • Area: Derived from the square of the base unit length (Metres). Si unit - Square Metre (m²).
  • Volume: A derived unit from cube of length (Metres). SI unit - Cubic Metre (m³).
  • Speed/Velocity: Derived from distance over time. SI unit - Metre per Second (m/s).
  • Acceleration: The rate of change of velocity. SI unit - Metre Per Second Squared (m/s²).
  • Force: Mass multiplied by acceleration, from Newton's second law of motion. SI unit - Newton (N).
  • Pressure: Force per unit area. SI unit - Pascal (Pa).
  • Energy: The capacity to do work. SI unit - Joule (J).
  • Power: The rate of doing work or the rate of transfer of energy. SI unit - Watt (W).
  • Frequency: The number of occurrences of a repeating event per unit of time. SI unit - Hertz (Hz).
  • Electric Charge: Process of electric current for a period of time. SI unit - Coulomb (C).

Course material for Physics (SHAP), module Working as a Physicist, topic Based and Derived Quantities and their SI Units

Physics (SHAP)

Spare-Part Surgery (SUR)

The Power of a Lens

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The Power of a Lens

Understanding the Power of a Lens

  • The power of a lens is a measure of its ability to bend or refract light, hence focusing it.
  • It is defined as the reciprocal of the focal length of the lens, with the focal length measured in metres (m). Therefore, Power (P) = 1/f, where f denotes the focal length.
  • The unit of lens power is the dioptre (D), named after the French mathematician Augustin-Jean Fresnel who made significant contributions to the field of optics.
  • Power is a scalar quantity, so it has no direction.

Distinguishing Between Converging and Diverging Lenses

  • A converging lens, or a convex lens, brings light rays together into a single point. If the focal length is positive, the lens is converging since the light converges after refractions.
  • A diverging lens, or a concave lens, spreads out light rays from a single point. If the focal length is negative, the lens is diverging as the light diverges after refractions.
  • The power of a converging lens is considered positive, while the power of a diverging lens is considered negative.

Calculating Combined Power of Lenses

  • If two or more thin lenses are placed together in contact, the total power (Pt) is the sum of the individual powers of the lenses: Pt = P1 + P2 + ...
  • This ability to combine powers of lenses is crucial in designing lens systems in many optical instruments.

Applying the Power of a Lens in Spare-Part Surgery

  • The concept of lens power has tremendous application in medical fields, specifically in ophthalmology.
  • During cataract surgery, an artificial lens often replaces the natural lens. The power of this artificial lens is meticulously calculated beforehand to provide the desired refraction, thus ensuring the patient will have clear post-operative vision.
  • Artificial lenses, known as intraocular lenses (IOLs), can also compensate for conditions such as myopia (nearsightedness) or hyperopia (farsightedness), essentially acting as built-in corrective glasses. The correct selection of IOLs power is of utmost importance to achieve optimal vision correction.
  • Knowledge of lens power is critical in designing contact lenses and spectacles too. Different power lenses are used to correct different vision problems, for example, concave lenses (negative power) correct myopia, while convex lenses (positive power) correct hyperopia.

Course material for Physics (SHAP), module Spare-Part Surgery (SUR), topic The Power of a Lens

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