The impact parameter is the perpendicular distance between an incoming particle's asymptotic straight-line trajectory and the centre of a scattering potential. In central-force scattering it determines the deflection angle whenever the scattering map is single-valued.
Ancestors (6)
Incoming links (84)
- Affine rescaling of a null geodesic tangent
- Angular-momentum kicks to nearly radial orbits
- Apparent angular radius of a spherical star in Schwarzschild spacetime
- Attractive and repulsive inverse-square closest approaches
- Central-potential classical differential cross-section
- Critical photon orbits of Schwarzschild spacetime
- Deflection angle
- Energy-normalized angular momentum for a Schwarzschild geodesic
- Equatorial null orbit in Schwarzschild spacetime
- Extremal dilaton metric photon capture
- Finite-test-mass dynamical friction coefficient
- High-speed charge and isotope scaling of electronic stopping
- Null effective potential in Schwarzschild spacetime
- Outgoing near-radial Schwarzschild light deflection
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- Photon capture cross-section of a Reissner-Nordstrom black hole
- Planetary ejection of a comet
- Point-mass gravitational lens
- Point-mass lens deflection and focusing
- Rutherford differential cross-section
- Rutherford impact-parameter relation
- Rutherford model
- Rutherford scattering
- Schwarzschild photon escape cone
- Single-encounter escape velocity bound
- Small-angle gravitational encounter
- Stellar relaxation time
- Tidal capture of galaxies
- Two images of a point-mass lens
- Ultra-peripheral collision
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