When there is a shock in a flow, the physical properties of the
flow change very abruptly over a very small distance
Across a shock wave, the static pressure, temperature, and gas
density increases almost instantaneously. Because a shock wave does
no work, and there is no heat addition, the total enthalpy and the
total temperature are constant. But because the flow is
non-isentropic, the total pressure downstream of the shock is
always less than the total pressure upstream of the shock. There is
a loss of total pressure associated with a shock wave. The ratio of
the total pressure is shown on the slide. Because total pressure
changes across the shock, we can not use the usual (incompressible)
form of Bernoulli's equation across the shock. The Mach number and
speed of the flow also decrease across a shock wave.
A normal shock is called a normal shock because in this case the
shockwave is normal to the flow direction and hence the name normal
shock
normal shock are formed by large buff objects near their surfaces like pipe entry, walls etc where as attached oblique shocks are formed by more streamlined bodies allowing flow to move aside as well like airplane fuselage nose etc
in a shock, if the region behind the shock is subsonic than the
region ahead of the shock is supersonic and vice versa
stron shocks ar emore close to normal shocks in shapes than oblique
shocks and hence oblique shocks are weaker
the following image outlines important parts of a shock
Both qualitatively and quantitatively understand how the properties of a flow change through a normal shock....
Poblem Comergini sentropie regim (no shock waves) Consider isentropic flow through a converging-diverging nozzle. The exit area of the nozzle is , and the throat area of the nozzle is . The air entering the nozzle has stagnation conditions: , and Use Figure D.1 or Table D (a) Calculate the mass flow rate for choked flow (that is, sonic flow at the throat). Hints: See Section 11.7, use Figure D.1 to find density and temperature at M 1 (throat), find...
1. Find the loss in stagnation pressure through a normal shock with an incoming flow at a Mach number of 2 and incoming flow stagnation pressure of 200 kPa(abs). In addition to the stagnation pressure downstream of the shock, also give the Mach number and (static) pressure downstream of the shock. DISCUSSION: Compare the "shock compression" (increase in STATIC pressure) obtained from the normal shock to the compression that would be obtained from an isentropic deceleration to the same Mach...
This problem illustrates the effects of normal shock wave on an isentropic flow through a converging-diverging nozzle. Air flows through an isentropic converging-diverging nozzle The air stagnation pressure and temperature are 7.0 x10 N/m2 and 500 K, respectively The diverging portion of the nozzle has an area ratio of AJA 13.0. A normal shock wave stands in the diverging section where the Mach number is 4.0. Analyze the case to caleulate the Mach number and the static temperature and pressure...