Title: F. S. Alvi
1Examples Uses of JetsPitot Static Probes -
SummaryEML 4304L
2JSF - STOVL Version
Boeing X-32 (CDP) USMC Version
Lockheed-Martin X-35 (CDP) USMC Version
Images obtained from the Official US
Government, DOD, JSF Site
3Examples Uses of Jets
Ground Effect for a STOVL aircraft in hover
4Examples Uses of Jets
F22 Raptor
5Supersonic Inlets Diffusers
(http//www.grc.nasa.gov/WWW/K-12/airplane/lowsup.
html)
6Micro-nozzles
(Supersonic) Microjets
C-D Micro-nozzles
Converging/Sonic Micro- nozzles
F. S. Alvi alvi_at_eng.fsu.edu
7100 mm
Supersonic Microjets
Flow Visualization Results
100 mm PO 100 Psi
200 mm PO 120 Psi
400 mm PO 120 Psi
8Supersonic Jets
Mach 2 Rectangular Jets
Sonic Round ? jet (0.4 mm)
Vectored Rectangular Jets
Mach 2 Round vectored Jet (30 mm)
9Jet Properties
10Summary of (some) Fluids Concepts Learned in
3015C (contd)
- Conservation of Momentum - If viscosity is
neglected - Eulers Equation
- Integrate Eulers equation along a streamline
to obtain Bernoullis Equation - It is only valid for incompressible fluids,
steady flow along a streamline, no energy loss
due to friction, no heat transfer - Conservation of Energy - If energy is added,
removed or lost via pumps turbines, friction,
etc.then we use the energy equation or Extended
Bernoullis Equation
Where hA , hE is work done by or on the systems,
e.g turbines, pumps, etc. and hL is Frictional
Head Loss where
11Pitot probes
- At station 1, the fluid is moving
- P1 Pstatic OR simply Ps V1 V
- At station 2, the fluid is rest
- P2 Ppitot OR Ptotal OR Pstognation OR P0
and V2 0 (fluid is at rest) - Hence, Bernoullis Equation is reduced to