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Mathematical & Computational Physics

Fourier Transform

An integral transform that decomposes a continuous time or spatial signal into its constituent frequency or wavevector spectrum.

f̂(k) = ∫_(-∞)^(∞) f(x) e^(-i k x) dx, f(x) = (1 / 2π) ∫_(-∞)^(∞) f̂(k) e^(i k x) dk Inverse Domain Unit (e.g. s⁻¹ or m⁻¹)
Foundations of Physics

Frame of Reference

A coordinate system along with a clock used to record positions, velocities, and times of physical events.

N/A
Quantum & Atomic Physics

Franck-Hertz Experiment

An influential 1914 physics experiment that directly demonstrated the existence of quantized discrete energy states in mercury atoms.

E_loss = h ν = 4.9 eV (for Mercury vapor) eV (Electron-Volts)
Optics

Fraunhofer Diffraction

Far-field wave diffraction where both incident and observed wavefronts are planar, achieved using lenses or large distances.

a sin θ = m λ m
Optics

Fraunhofer Lines

A set of dark absorption lines in the solar spectrum caused by chemical element absorption in the Sun's outer atmosphere.

E = h ν = E_upper - E_lower nm
Waves, Oscillations & Acoustics

Frequency

The number of complete wave cycles or vibrational repetitions occurring per unit time.

f = 1 / T = v / λ Hz (s⁻¹)
Classical Mechanics

Frequency (Mechanics)

The number of complete vibrational cycles occurring per unit time.

f = 1 / T = ω / (2π) Hz (s⁻¹)
Optics

Fresnel Diffraction

Near-field wave diffraction where source or observation screen is close to the diffracting aperture, requiring spherical wavefront…

Fresnel Number F = a² / (λ L) ≳ 1 N/A
Classical Mechanics

Friction

A resistive contact force that opposes relative sliding motion or tendency of motion between surfaces.

fs ≤ μs N, fk = μk N N
Foundations of Physics

Fundamental Constants

Universal physical quantities whose numerical values are constant in space and time throughout the cosmos.

Various
Waves, Oscillations & Acoustics

Fundamental Frequency

The lowest natural frequency at which a standing wave pattern can be established in a vibrating system.

f1 = v / (2 L) (String / Open Pipe) Hz