27th Aerospace Sciences Meeting 1989
DOI: 10.2514/6.1989-298
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Verification of spatial and temporal pressure distributions in segmented solid rocket motors

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Cited by 9 publications
(9 citation statements)
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“…, are the total energy and total enthalpy of the gas flow, H=c 0 T 0 is the combustion heat of solid propellant and the source terms that include fault terms at a given location x 0 have the form This model extends the previous work 27,27 in a number of important directions. To model various uncontrollable sources of noise (such as cracks and case vibrations) that may become essential in off-nominal conditions and may screen the variation of the system parameters a random component in the propellant density p→p[1+√σ•(t)] is introduced.…”
Section: A Internal Ballistics Of the Srmmentioning
confidence: 73%
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“…, are the total energy and total enthalpy of the gas flow, H=c 0 T 0 is the combustion heat of solid propellant and the source terms that include fault terms at a given location x 0 have the form This model extends the previous work 27,27 in a number of important directions. To model various uncontrollable sources of noise (such as cracks and case vibrations) that may become essential in off-nominal conditions and may screen the variation of the system parameters a random component in the propellant density p→p[1+√σ•(t)] is introduced.…”
Section: A Internal Ballistics Of the Srmmentioning
confidence: 73%
“…The internal ballistics of the SRMs in the presence of the fault can be conveniently described by the following set of stochastic partial differential equations representing conservation laws for mass momentum, and energy of the gas 27,[27][28][29][30][31][32][33]…”
Section: A Internal Ballistics Of the Srmmentioning
confidence: 99%
“…For SRBs with high length-to-diameter ratios a very good approximation to the internal ballistics can be obtained using a modified model by Salita 15 (see also Sorkin 16 ) (…”
Section: A Basic Modelmentioning
confidence: 99%
“…To derive the LDPM of the case breach fault we notice that for a subscale motors the flow in the chamber can be modeled very accurately using a zero-dimensional approximation 15,18,19 . Therefore the LDPM of the case breach fault in the sub-scale motor can be derived by integration of Eqs (1) along the rocket axis and by adding Eqs (3)-( 5), ( 7) to obtain ( )…”
Section: Low-dimensional Model Of the Case Breach Faultmentioning
confidence: 99%
“…To this end we introduce a low-dimensional performance model of SRM in the "filling volume" approximation [39,40]. For a subscale motor the ratio of the gas velocity to the stagnation speed of sound c 0 is small (u 2 /c 0 1) everywhere along the propellant grain.…”
Section: Low-dimensional Performance Modelmentioning
confidence: 99%