[1]陳俊瑜、夏焱生,火炸藥學,中正理工學院兵器系統叢書,桃園,第261-273頁,1991。
[2]席劍飛、劉建忠、李和平、汪洋、張彥威、周俊虎、岑可法,“促進硼颗粒點火和燃燒的方法的研究進展”,浙江大學能源清潔利用國家重點實驗室,浙江杭州,碩士論文,第10-12頁,2013。
[3]劉建斌,“硼系延期藥的研究”, 南京理工大學化工學院,碩士論文,南京,第6-8頁,2002。
[4]車吉成,“硼系延期藥的反應性研究”, 南京理工大學化工學院,碩士論文,南京,第12-13頁,2007。
[5]俞金良,郝建春,“硼鉛丹延期藥預點火反應機理研究”,南京理工大學化工學院,碩士論文,南京,第22-23頁,2004。
[6]劉文聖,“2.75吋火箭彈點火頭急速燃燒之研究”,碩士論文,國防大學理工學院動力及系統工程學系兵器系統工程碩士班,桃園,第1頁,2013。[7]Http://www.storm.mg/article/22053.htm(2015.10.15)
[8]Http://wapbaike.baidu.com/view/325566.htm(2015.7.28)
[9]http://www.scu.edu.tw/physics/science-scu/M302/12.htm(2016.2.19)
[10]http://bbs.tiexue.net/post2_6992174_1.html (2015.5.14)
[11]Stolz, G. Jr., “Numerical Solutions to an Inverse Problem of Heat Conduction for Simple Shapes,” ASME Journal of Heat Transfer, Vol. 82, pp. 20-26, 1960.
[12]Li, Z. R. and Lu, Z. W., “A Control Theory Method for Solutions of Inverse Transient Heat Conduction Problems,” Transactions of the ASME, Vol. 116, pp. 228-230, 1994.
[13]Kalman, R. E., “A New Approach to Linear Filtering and Prediction Problems,” ASME Journal of Basic Engineering, Series 82d, pp. 35-45, 1960.
[14]Grewal, M. S., “Application of Kalman Filtering to the Calibration and Alignment of Inertial Navigation Systems,” Proceedings of PLANS '86-Position Location and Navigation Symposium, Las Vegas, pp. 80-98, 1986.
[15]Grewal, M. S. and Miyasako, R. S., “Gyro Compliance Estimation in the Calibration and Alignment of Inertial Measurement Units,” Proceedings of the Eighteenth Joint Service Conference on Data Exchange for Inertial Systems, San Diego, pp. 25-36, 1986.
[16]Chui, C. K. and Chen, G., Kalman Filtering with Real-time Applications, Springer - Verlag, New York, pp. 40-57, 1987.
[17]Grewal, M. S. and Payne, H. J., “Identification of Parameters in a Freeway Traffic Model,” IEEE Transactions on Systems, Man, and Cybernetics, Vol. SMC-6, pp. 176-185, 1976.
[18]Scarpa, F. and Milano, G., “Kalman Smoothing Technique Applied to the Inverse Heat Conduction Problem,” Numerical Heat Transfer, Part B, Vol. 28, pp. 79-96, 1995.
[19]Tuan, P. C., “The Estimation of Thermal Unknown Functions by Solving Two Dimensional Inverse Heat Conduction Problems,” Ph. D. thesis, North Carlina State University, pp. 70-86, 1991.
[20]Ji, C. C. and Jang, H. Y., “Experimental Investigation in Inverse Heat Conduction Problem,” Numerical Heat Transfer, Part A, Vol. 34, pp. 75-91, 1998.
[21]Ji, C. C. and Jang, H. Y., “An Inverse Problem in Predicting Heat Flux of M42 Percussion Primer,” J. of the Franklin Institute, Vol. 335B, No. 4, pp. 595-604, 1998.
[22]Ji, C. C., Tuan, P. C., and Jang, H. Y., “A Recursive Least-Squares Algorithm (RLSA) for On-Line 1-D Inverse Heat Conduction Estimation, ”International J. of Heat and Mass Transfer, Vol. 40, No. 9, pp. 2801-2096, 1997.
[23]Ji, C. C. and Jang, H. Y., “Recursive Least-Squares Algorithm for Estimation of Heat Source, ”Numerical Heat Transfer, Part A, Vol. 30, pp. 619-634, 1996.
[24]Beck, J. V., “Surface Heat Flux Determination Using an Integral Method,” Nucl. Eng. Des., Vol. 7, pp. 170-178 , 1968.
[25]De Yong, L. V., “An Evaluation of Temperature and Heat Flux of Gasless and Gassy Percussion Primers,” Report MRL-R-971, Dep. of Defense, Defense Science and Technology Organization Materials Research Lab. Melbourne, Victoria, Aug, pp. 121-158, 1985.
[26]Evans, N. A. and Brezowski, C. F., “The Effect of Charge Mixture Ration and Particle Size on Igniter Plume Heat Transfer Characteristics,” Explosive Subsystems Division 2512 Sandia National Laboratories Albuquerque, NM 87185-5800, pp. 150-158, 1990.
[27]Stiefel, L. and Kuo, K. K., “Characterization and Control of the Output of Selected Small Arms Percussion Primer Mixes,” Presented at the International Symposiumon Ballistics, the Hague, Nether lands, pp. 101-115, 1983.
[28]Chen, D. Y., Primer Characterization Study, Chap4 in his Msthesis, The Pennsylvania State University, pp. 174-180, 1990.
[29]Stiefel, L. and Doris, T. A. Tr, “Ingredient Effects on the Thermochemical Output of Small Arms Primers,” Papers Published in the Proceedings of the International Pyrotechnics Seminars, Vol. 9, No. 9, pp. 127, 1984.
[30]Pierce, K. G., “Numerical Routines for Predicting Ignition in Pyrotechnic Devices,” SANDIA Report, pp.86-126, 1986.
[31]Devine, M. P., Squire, W. H., Yoonger, G. A., and Hermance, C. E., “A Comparison of Several Types of 5.56 mm and 7.62mm Primers,” Frankford Arsenal, pa, 19137-ATTEN:SMUFA-38000, R-1932, pp. 74-86, 1969.
[32]Roy, M., Rocket Propulsion, Elsevier Publishing Company, pp. 40-47, 1972.
[33]Luo, K. M., “The Kinetic Parameter and Parameter Effects Factors Calculation of Multicomponent Energetic Materials Decomposition Reaction from a Single Differential Thermal Analysis Curve,” Propellants, Explosives, Pyrotechnic, Vol. 21, pp. 1-12, 1996.
[34]Gordon and Mcbride, Computer Program for Calculation of Complex Chemical Equilibrium Compositions, Rocket Performance, Incident and Reflected Shocks, and Chapman-Jouguet Detonations, NASA SP-273, pp. 25-32, 1986.