1967
DOI: 10.2514/3.28844
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Internal ballistic considerations in hybrid rocket design.

Abstract: This paper outlines methods for calculating the ballistic behavior of hybrid propellant combinations. The effects of scaling, pressure level, and internal geometric configuration are examined, utilizing a machine analysis that is based upon heat-transfer-limited theory. It is shown that the crucial aspect of efficient hybrid grain design is the proper matching of the surface area progressivity to the regression rate-mass flux dependence. Consideration is given to the interaction between the convective and radi… Show more

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Cited by 45 publications
(14 citation statements)
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“…Kosdon and Williams [24] later noted that Miller's analysis was only applicable to systems with low pressure and moderate oxidizer fluxes and derived a new expression that incorporated a flame zone of finite thickness. Wooldridge and Muzzy [25] examined the effects of scaling and pressure on motor performance in the context of throttling. In his 1972 article, Muzzy [26] pointed out that even simple PMMA-O 2 motors behaved differently at low pressures and that as the motor approached a flooding condition, combustion likely became kinetically-limited.…”
Section: Kinetics-limited Modelsmentioning
confidence: 99%
“…Kosdon and Williams [24] later noted that Miller's analysis was only applicable to systems with low pressure and moderate oxidizer fluxes and derived a new expression that incorporated a flame zone of finite thickness. Wooldridge and Muzzy [25] examined the effects of scaling and pressure on motor performance in the context of throttling. In his 1972 article, Muzzy [26] pointed out that even simple PMMA-O 2 motors behaved differently at low pressures and that as the motor approached a flooding condition, combustion likely became kinetically-limited.…”
Section: Kinetics-limited Modelsmentioning
confidence: 99%
“…The total gas flow m g & can be described at any point of the gaseous stream of the combustion products, m g & = f(x), which is composed of the rate of head-end oxidizer flow plus the gas evolved from the surface minus the oxidizer consumed in the combustion. That can be describing by the following equations according to state of combustion [9]:…”
Section: Computer Programmentioning
confidence: 99%
“…The total gas flow can be described at any point of the gaseous stream of the combustion products, m = f(x), which is composed of the rate of head-end oxidizer flow plus the gas evolved from the surface minus the oxidizer consumed in the combustion. This can be described by the following equation [5].…”
Section: Effective Total Gas Flow Rate Parametermentioning
confidence: 99%