- then the
polynomial that
vanishes exactly on U is a
linearised polynomial. The set of
linearised polynomials over a
given field is
closed under addition...
- In the
theory of
general relativity,
linearized gravity is the
application of
perturbation theory to the
metric tensor that
describes the
geometry of spacetime...
- "supersonic regime"
usually refers to the set of Mach
numbers for
which linearised theory may be used; for example,
where the (air) flow is not chemically...
-
regime is
usually used to talk
about the set of Mach
numbers for
which linearised theory may be used,
where for
example the (air) flow is not chemically...
- only is u
found as
given above, but p is also
easily found—from the (
linearised)
Bernoulli equation for
irrotational and
unsteady flow—as p = − ρ ∂ φ...
- will not hold in
linearized gravity, that is,
given a
solution of the
linearised Einstein field equations admitting a shear-free null congruence, then...
- Bagwell, S.; Ledger, P. D.; Gil, A. J.; Mallett, M.; Kruip, M. (2017). "A
linearised hp–finite
element framework for acousto-magneto-mechanical
coupling in...
-
polynomial Kravchuk polynomials Laguerre polynomials Laurent polynomial Linearised polynomial Littlewood polynomial Legendre polynomials ****ociated Legendre...
- variables. In a
probabilistic approach, the
function f must
usually be
linearised by
approximation to a first-order
Taylor series expansion,
though in some...
-
Conservation equations of m****,
momentum and
energy (Navier – Stokes) are
linearised, discretised, and
applied to
finite volumes to
obtain a
detailed solution...
