- The Rankine–
Hugoniot conditions, also
referred to as Rankine–
Hugoniot jump
conditions or Rankine–
Hugoniot relations,
describe the
relationship between...
- Pierre-Henri
Hugoniot (born in Allenjoie, Doubs,
France on 5 June 1851; died in Nantes,
France in
February 1887) was an inventor, mathematician, and physicist...
-
results and to
elucidate their physical principles including: The Rankine–
Hugoniot equation for
propagation of
shock waves,
governs the
behaviour of shock...
- p0), i.e. the
Hugoniot curve,
whose shape strongly depends on the type of
material considered. It is also
customary to
define a
Hugoniot function: h (...
- supersonic, and the flow
after a
normal shock must be subsonic. The Rankine-
Hugoniot equations are used to
solve for the flow conditions.
Although one-dimensional...
-
shock compression, pH is the
pressure on the
Hugoniot, EH is the
internal energy per unit m**** on the
Hugoniot, Us is the
shock velocity, and Up is the particle...
- limitations. Source: The
Rayleigh line
equation and the
Hugoniot curve equation obtained from the Rankine–
Hugoniot relations for an
ideal gas, with the ****umption...
-
polar is
generally used with the
graphical representation of the Rankine–
Hugoniot equations in
either the
hodograph plane or the
pressure ratio-flow deflection...
- time-independent MHD
shock or
discontinuity are
referred as the Rankine–
Hugoniot equations for MHD. In the
frame moving with the shock/discontinuity, those...
- pressure-density
relationship of a
material known as the Rankine-
Hugoniot conditions or
simply the "
Hugoniot". In
recent years another time-resolved
velocity measurement...
