南京理工大学学报(自然科学版)
南京理工大學學報(自然科學版)
남경리공대학학보(자연과학판)
JOURNAL OF NANJING UNIVERSITY OF SCIENCE AND TECHNOLOGY
2013年
6期
907-910
,共4页
王国平%芮筱亭%刘力维%杨富锋
王國平%芮篠亭%劉力維%楊富鋒
왕국평%예소정%류력유%양부봉
远程多管火箭系统%射击精度%射击密集度
遠程多管火箭繫統%射擊精度%射擊密集度
원정다관화전계통%사격정도%사격밀집도
long range multiple launch rocket system%firing precision%firing dispersion
为进行远程多管火箭系统( LRMLRS)射击精度试验评估,提出了一种计算和评估方法。分别对考虑系统偏差和不考虑系统偏差时的LRMLRS射击精度进行了描述,形成了相应的计算方法。通过概率积分变换,转化了射击精度的描述方法。提出用传统的射击密集度评估方法即可进行射击精度评估的新思路,以目标点表征的系统均方差为σ′,系统射击精度R是否满足射击精度指标R0的检验可转化为σ′对应的R是否满足R0的检验;以目标点表征非满管射击系统的系统均方差为σ′1,满管射击系统的系统均方差为σ′2,非满管射击系统与满管射击系统射击精度是否相等的检验可转化为σ′1对应精度R1与σ′2对应射击精度R2的检验;用χ2检验对射击精度是否满足指标进行检验。在工程实际应用中,在减少试验用弹量58%的基础上,实现了对射击精度的评定。
為進行遠程多管火箭繫統( LRMLRS)射擊精度試驗評估,提齣瞭一種計算和評估方法。分彆對攷慮繫統偏差和不攷慮繫統偏差時的LRMLRS射擊精度進行瞭描述,形成瞭相應的計算方法。通過概率積分變換,轉化瞭射擊精度的描述方法。提齣用傳統的射擊密集度評估方法即可進行射擊精度評估的新思路,以目標點錶徵的繫統均方差為σ′,繫統射擊精度R是否滿足射擊精度指標R0的檢驗可轉化為σ′對應的R是否滿足R0的檢驗;以目標點錶徵非滿管射擊繫統的繫統均方差為σ′1,滿管射擊繫統的繫統均方差為σ′2,非滿管射擊繫統與滿管射擊繫統射擊精度是否相等的檢驗可轉化為σ′1對應精度R1與σ′2對應射擊精度R2的檢驗;用χ2檢驗對射擊精度是否滿足指標進行檢驗。在工程實際應用中,在減少試驗用彈量58%的基礎上,實現瞭對射擊精度的評定。
위진행원정다관화전계통( LRMLRS)사격정도시험평고,제출료일충계산화평고방법。분별대고필계통편차화불고필계통편차시적LRMLRS사격정도진행료묘술,형성료상응적계산방법。통과개솔적분변환,전화료사격정도적묘술방법。제출용전통적사격밀집도평고방법즉가진행사격정도평고적신사로,이목표점표정적계통균방차위σ′,계통사격정도R시부만족사격정도지표R0적검험가전화위σ′대응적R시부만족R0적검험;이목표점표정비만관사격계통적계통균방차위σ′1,만관사격계통적계통균방차위σ′2,비만관사격계통여만관사격계통사격정도시부상등적검험가전화위σ′1대응정도R1여σ′2대응사격정도R2적검험;용χ2검험대사격정도시부만족지표진행검험。재공정실제응용중,재감소시험용탄량58%적기출상,실현료대사격정도적평정。
In order to evaluate the firing precision of long range multiple launch rocket systems ( LRMLRS) ,a calculation and evaluation method of firing precision is proposed. The firing precision of LRMLRS with and without considering the system deviation is described distinguishly, and a calculation method is presented. The describition method of firing precision is transformed using the probability integral transition method. The firing precision can be evaluted using the tranditional evaluation method for firing dispersion. The mean square deviationσ′is characteriszed by the object points,the test of whether the system firing precision R satisfies the firing precision index R0 is transformed into the test of whether R corresponding toσ′satisfies R0 . The mean square deviation of a non-full loading firing systemσ′1 and the mean square deviation of a full loading firing systemσ′2 are characteriszed by the object points,the test of whether the firing precision of the two systems is equal is transformed into the test of R1 corresponding to σ′1 and R2 corresponding to σ′2 . The χ2 test can be used for testing whether the firing precision satisfies the index. In practical engineering, the evaluation of firing precision is realized,and experimental rockets are decreased by 58%.