Stochastic Exterior Ballistic Modeling of 6-DOF with Monte Carlo Solution

碩士 === 修平技術學院 === 精密機械與製造科技研究所 === 99 === The six degrees of freedom(6-DOF)trajectory model was used to calculate the trajectory and altitude of the projectile. Under the same initial conditions, the solution of 6-DOF trajectory model is a unique solution. But from the really firing test, the proje...

Full description

Bibliographic Details
Main Authors: Chun-wei Hung, 洪浚瑋
Other Authors: Shiu-ping Wang
Format: Others
Language:zh-TW
Published: 2011
Online Access:http://ndltd.ncl.edu.tw/handle/93763312501242589137
id ndltd-TW-099HIT05693004
record_format oai_dc
spelling ndltd-TW-099HIT056930042015-10-30T04:05:41Z http://ndltd.ncl.edu.tw/handle/93763312501242589137 Stochastic Exterior Ballistic Modeling of 6-DOF with Monte Carlo Solution 隨機外彈道六自由度模型與蒙地卡羅法 Chun-wei Hung 洪浚瑋 碩士 修平技術學院 精密機械與製造科技研究所 99 The six degrees of freedom(6-DOF)trajectory model was used to calculate the trajectory and altitude of the projectile. Under the same initial conditions, the solution of 6-DOF trajectory model is a unique solution. But from the really firing test, the projectile trajectory is hard to be same even though the firing conditions were kept. Muzzle velocity variance, muzzle jump, muzzle blast and aerodynamic jump are the random factors, which can affect the exterior ballistic of the projectile. Especially Muzzle velocity variance and muzzle jump are the main factors to cause the dispersion of the projectile. A stochastic exterior ballistic model of Muzzle velocity variance and muzzle jump are constructed to analysis the dispersion of the projectile. Monte Carlo method was used to generate the random variance and quantize the direction of the muzzle jump. A sample of M107 155 mm projectile trajectories was calculated by applying this model. The computational result gives satisfactory agreement with experimental data. Shiu-ping Wang 王旭萍 2011 學位論文 ; thesis 77 zh-TW
collection NDLTD
language zh-TW
format Others
sources NDLTD
description 碩士 === 修平技術學院 === 精密機械與製造科技研究所 === 99 === The six degrees of freedom(6-DOF)trajectory model was used to calculate the trajectory and altitude of the projectile. Under the same initial conditions, the solution of 6-DOF trajectory model is a unique solution. But from the really firing test, the projectile trajectory is hard to be same even though the firing conditions were kept. Muzzle velocity variance, muzzle jump, muzzle blast and aerodynamic jump are the random factors, which can affect the exterior ballistic of the projectile. Especially Muzzle velocity variance and muzzle jump are the main factors to cause the dispersion of the projectile. A stochastic exterior ballistic model of Muzzle velocity variance and muzzle jump are constructed to analysis the dispersion of the projectile. Monte Carlo method was used to generate the random variance and quantize the direction of the muzzle jump. A sample of M107 155 mm projectile trajectories was calculated by applying this model. The computational result gives satisfactory agreement with experimental data.
author2 Shiu-ping Wang
author_facet Shiu-ping Wang
Chun-wei Hung
洪浚瑋
author Chun-wei Hung
洪浚瑋
spellingShingle Chun-wei Hung
洪浚瑋
Stochastic Exterior Ballistic Modeling of 6-DOF with Monte Carlo Solution
author_sort Chun-wei Hung
title Stochastic Exterior Ballistic Modeling of 6-DOF with Monte Carlo Solution
title_short Stochastic Exterior Ballistic Modeling of 6-DOF with Monte Carlo Solution
title_full Stochastic Exterior Ballistic Modeling of 6-DOF with Monte Carlo Solution
title_fullStr Stochastic Exterior Ballistic Modeling of 6-DOF with Monte Carlo Solution
title_full_unstemmed Stochastic Exterior Ballistic Modeling of 6-DOF with Monte Carlo Solution
title_sort stochastic exterior ballistic modeling of 6-dof with monte carlo solution
publishDate 2011
url http://ndltd.ncl.edu.tw/handle/93763312501242589137
work_keys_str_mv AT chunweihung stochasticexteriorballisticmodelingof6dofwithmontecarlosolution
AT hóngjùnwěi stochasticexteriorballisticmodelingof6dofwithmontecarlosolution
AT chunweihung suíjīwàidàndàoliùzìyóudùmóxíngyǔméngdekǎluófǎ
AT hóngjùnwěi suíjīwàidàndàoliùzìyóudùmóxíngyǔméngdekǎluófǎ
_version_ 1718116339812401152