PHYSICS (ELECTROMAGNETIC WAVES)
SCIENCE 9 — SHORT REVIEWER SCIENCE 9 — SHORT REVIEWER
1. Electromagnetic Radiation
Form of energy that travels as waves.
Made of electric and magnetic fields.
Can travel through a vacuum.
Travels at 3.00 × 10⁸ m/s in vacuum.
2. Electromagnetic Spectrum
Order from lowest → highest frequency/energy:
Radio → Microwave → Infrared → Visible → UV → X-ray → Gamma
Frequency ↑ → Energy ↑
Frequency ↑ → Wavelength ↓
Wavelength ↓ → Energy ↑
Uses
Radio – communication
Microwave – ovens, radar, communication
Infrared – heat, thermal cameras
Visible – seeing, lighting
UV – sterilization, vitamin D
X-ray – medical imaging
Gamma – cancer treatment, sterilization
3. High Frequency vs. Low Frequency
High Frequency | Low Frequency |
|---|---|
More waves per second | Fewer waves per second |
Shorter wavelength | Longer wavelength |
Higher energy | Lower energy |
Higher photon energy | Lower photon energy |
Can cause ionization | Usually causes molecular vibration/rotation |
UV, X-rays, Gamma rays | Radio, Microwaves, Infrared |
Remember: Remember:
High frequency → Short wavelength → High energy
Low frequency → Long wavelength → Low energy
Frequency and wavelength are inversely related, while frequency and energy are directly related.
4. Photon Energy
E = hf
E = photon energy
h = Planck's constant
f = frequency
Higher frequency = higher photon energy.
5. Ionizing vs. Non-Ionizing
Ionizing
Enough energy to remove electrons.
Can form ions.
Examples: high-energy UV, X-rays, Gamma rays
Non-ionizing
Not enough energy to remove electrons.
Can cause molecular vibration/rotation.
Examples: Radio, Microwaves, Infrared, Visible light
6. Molecular Vibration & Rotation
Low-energy radiation can make molecules vibrate or rotate instead of removing electrons.
Example: Microwaves → water molecules move → heat → food cooks.
7. Electromagnetic Fields
Electric field (E) – electric force around a charge.
Magnetic field (B) – region where magnetic forces act.
E and B are perpendicular (90°) to each other and to the direction of travel.
Poynting Vector
Shows the direction and rate of electromagnetic energy flow.
Stronger fields → greater energy transfer.
8. How EM Waves Travel
Changing E-field → Changing B-field → Changing E-field
The fields continuously generate each other, allowing EM waves to travel through a vacuum.
Faraday's Law: Changing magnetic field → electric field
Ampère-Maxwell Law: Changing electric field → magnetic field
9. Mechanical vs. Electromagnetic Waves
Mechanical waves
Need a medium.
Example: sound
Electromagnetic waves
Don't need a medium.
Can travel through vacuum.
Example: light
10. Speed of Light in a Medium
In vacuum:
c = 3.00 × 10⁸ m/s
When light enters a material:
Speed decreases
Frequency stays the same
Wavelength decreases
Refractive Index
Vp = c/n
n = c/Vp
The equation relates the speed of light in a medium to the speed of light in a vacuum and the refractive index of the medium. Where:
=
= speed of light in vacuum (approximately )
= refractive index of the medium. For any given medium, the refractive index indicates how much light will slow down; for example, a higher refractive index means light travels slower in that medium.
11. Refraction & Dispersion
Refraction – bending/change in direction of light when it enters another material.
Dispersion – separation of light into different colors, like in a rainbow.
12. Conservation of Energy & Inverse-Square Law
EM energy doesn't disappear as it spreads.
Same energy → Larger area → Lower intensity
A = 4πr²
I ∝ 1/r²
So:
Distance ↑ → Intensity ↓
13. Power & Intensity
P = IA
P = power (W)
I = intensity (W/m²)
A = area (m²)
As area increases, intensity decreases, while total power remains constant in ideal free space.
FORMULAS TO MEMORIZE
E = hf
P = IA
Vp = c/n
n = c/Vp
A = 4πr²
c = 3.00 × 10⁸ m/s