PDF4PRO ⚡AMP

Modern search engine that looking for books and documents around the web

Example: tourism industry

Worked Example #4 Calculate the nozzle flow exit …

Worked Example # 4 calculate the nozzle flow exit velocity for a rocket motor operating at 68 atmospheres chamber pressure, expanding to ambient air. The propellant is sorbitol based KNSB. Neglect losses such as that attributed to two-phase flow and combustion inefficiency. Po = Stagnation pressure (chamber pressure), 68 atmospheres Pe = Pressure at nozzle exit plane, 1 atmosphere From Technical Notepad #3 ( ), KNSB has the following properties: k = To = 1600 K. M = kg/kmol The universal gas constant, R = 8314 N-m/kmol-K The equation that determines nozzle exit velocity is As this is a rather cumbersome equation, the suggested first step is to simplify the calculation by calculating the terms involving k 1= 1= 1 = The pressure ratio is likewise calculated =168= The ratio R /M is also calculated = The nozzle flo

www.nakka-rocketry.net Worked Example #4 Calculate the nozzle flow exit velocity for a rocket motor operating at 68 atmospheres chamber pressure, expanding to …

Loading..

Tags:

  Example, Flows, Exit, Calculate, Nozzle, Velocity, Worked, Worked examples, 4 calculate the nozzle flow exit, 4 calculate the nozzle flow exit velocity

Information

Domain:

Source:

Link to this page:

Please notify us if you found a problem with this document:

Spam in document Broken preview Other abuse

Transcription of Worked Example #4 Calculate the nozzle flow exit …

Related search queries