Delta-v (physics)

For the special astrodynamical meaning, see Delta-v.

In general physics, delta-v is simply a change in velocity. The Greek uppercase letter delta is the standard mathematical symbol to represent change in some quantity.

Depending on the situation, delta-v can be either a spatial vector (Δv) or scalar (Δv). In either case it is equal to the acceleration (vector or scalar) integrated over time:

$\Delta \mathbf{v} = \mathbf{v}_1 - \mathbf{v}_0 = \int^{t_1}_{t_0} \mathbf {a} \, dt$ (vector version)

$\Delta{v} = {v}_1 - {v}_0 = \int^{t_1}_{t_0} {a} \, dt$ (scalar version)

where:

v₀ or v₀ is initial velocity (at time t₀),
v₁ or v₁ is subsequent velocity (at time t₁).

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Last modified on 19 February 2013, at 22:20