Topic 1 - Quantization of Energy: Waves and Particles

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26 Terms

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Tera (T)

1012

2
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Giga (G)

109

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Mega (M)

106

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Kilo (K)

103

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Deci (d)

10-1

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Centi (c)

10-2

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Milli (m)

10-3

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Micro (μ)

10-6

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Nano (n)

10-9

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Classical Mechanics

Motion described as particles (Newton) or waves (Maxwell)

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Quantum Mechanics

Objects like electrons or light can show both particle-like and wave-like behaviour

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Classical Mechanics - Particles

  • Governed by Newton’s equations of motion.

  • Described using momentum, energy, forces, torques, etc.

  • Have mass - (Exception: There are massless quantum mechanical objects that can have particle-like behavior (e.g: photon — a quantised packet of light energy).

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Classical Mechanics - Waves

  • Governed by Maxwell’s theories

  • Carries energy through different medias: Water waves, sound waves, vibrating strings.

  • Three Key Properties 

    • Wavelength (λ) — distance between crests/troughs; unit: m.

    • Frequency (f or ν) — waves passing a point per second; unit: Hz (s⁻¹).

    • Speed (s) — waves propagate at a speed that depends on the medium; unit: m s⁻¹.

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Observable Properties of Particles

  1. Has weight (only for classical mechanics).

  2. Momentum Transfer: When two particles collide, they can change the speed of the other by exchanging momentum.

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Tip

Before using the wave equation, make sure the units are correct

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Electromagnetic (EM) Waves

  • Includes light, X-rays, etc.

  • Consist of oscillating electric and magnetic fields at right angles.

  • Travel at the speed of light

<ul><li><p>Includes&nbsp;<strong>light, X-rays, etc.</strong></p></li><li><p>Consist of <strong>oscillating electric and magnetic fields</strong> at right angles.</p></li><li><p>Travel at the speed of light</p></li></ul><p></p>
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Speed of Light

c = 2.998 × 10⁸ m s⁻¹

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Wave Equation

c = λν

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Torque

Angular force that causes an object to rotate about an axis

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Momentum

Quantity of motion that an object has

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Quantization

Electrons can possess only certain, discrete energy values

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Observable Properties of Waves

  1. Allows for Direct Measurement — of wavelength or frequency (classical waves).

  2. Observable Interference Patterns:

  • Waves interact (combine) to create regions of high/low intensity:

    • Sound: loud/soft regions.

    • Water waves: high/low wave regions.

    • Light: bright/dark regions.

  • Diffraction is also a wave phenomenon.

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Diffraction

Spreading/slight bending of light around obstacles (i.e: edges of an opening).

<p>Spreading/slight bending of light around obstacles (i.e: edges of an opening).</p>
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Regions of the Electromagnetic Spectrum

  • Classified by wavelength or frequency.

  • Visible light: 380–780 nm.

  • Ultraviolet (UV): 10–380 nm.

  • Infrared (IR): 780 nm – 1 mm.

<ul><li><p>Classified by&nbsp;<strong>wavelength</strong> or <strong>frequency</strong>.</p></li><li><p><strong>Visible light</strong>: 380–780 nm.</p></li><li><p><strong>Ultraviolet (UV)</strong>: 10–380 nm.</p></li><li><p><strong>Infrared (IR)</strong>: 780 nm – 1 mm.</p></li></ul><p></p>
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Unit Conversions

Between Base Unit and Prefixes Higher/Lower:

  1. Identify the prefix and its power of 10

  2. Write the conversion as a ratio: 1 unit of the prefix = Amount in base units (power of 10)

  3. Multiply and cancel units: To cancel, ensure the unit to be cancelled is the denominator

Between Prefixes: Prefix A → Prefix B

  1. Identify each prefix and their powers of 10

  2. Apply the formula: Value x 10^(Power of A - Power of B)

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Photon

Massless, chargeless particle with a discrete energy based upon its frequency