爆破
爆破
폭파
BLASTING
2014年
4期
41-45
,共5页
爆炸冲击波%超压峰值%有限元%LS-DYNA%比例距离%经验公式
爆炸遲擊波%超壓峰值%有限元%LS-DYNA%比例距離%經驗公式
폭작충격파%초압봉치%유한원%LS-DYNA%비례거리%경험공식
explosion shock wave%peak overpressure%finite element%LS-DYNA%scale distance%empirical formula
为了研究TNT炸药爆炸产生的冲击波在空气中的传播规律和预测不同比例距离的超压峰值,应用 LS-DYNA有限元软件模拟了7.5 kg TNT爆炸的冲击波传播过程,揭示其能量衰减规律。并用2种经验公式计算不同比例距离的冲击波超压峰值。对数值模拟结果、经验公式结果和已有的实验数据进行对比。结果表明:数值模拟结果与实验数据吻合较好,误差在10%以内,证明了计算模型和参数的合理性。2种经验公式,叶晓华推荐的经验公式与实验数据的误差相对较小,距爆心3.5 m处,误差仅为0.66%。说明叶晓华公式相比Henrych公式更为可靠。但随着爆距的增大,误差也明显增大。建议此公式在比例距离小于2.6 m/kg1/3时采用。
為瞭研究TNT炸藥爆炸產生的遲擊波在空氣中的傳播規律和預測不同比例距離的超壓峰值,應用 LS-DYNA有限元軟件模擬瞭7.5 kg TNT爆炸的遲擊波傳播過程,揭示其能量衰減規律。併用2種經驗公式計算不同比例距離的遲擊波超壓峰值。對數值模擬結果、經驗公式結果和已有的實驗數據進行對比。結果錶明:數值模擬結果與實驗數據吻閤較好,誤差在10%以內,證明瞭計算模型和參數的閤理性。2種經驗公式,葉曉華推薦的經驗公式與實驗數據的誤差相對較小,距爆心3.5 m處,誤差僅為0.66%。說明葉曉華公式相比Henrych公式更為可靠。但隨著爆距的增大,誤差也明顯增大。建議此公式在比例距離小于2.6 m/kg1/3時採用。
위료연구TNT작약폭작산생적충격파재공기중적전파규률화예측불동비례거리적초압봉치,응용 LS-DYNA유한원연건모의료7.5 kg TNT폭작적충격파전파과정,게시기능량쇠감규률。병용2충경험공식계산불동비례거리적충격파초압봉치。대수치모의결과、경험공식결과화이유적실험수거진행대비。결과표명:수치모의결과여실험수거문합교호,오차재10%이내,증명료계산모형화삼수적합이성。2충경험공식,협효화추천적경험공식여실험수거적오차상대교소,거폭심3.5 m처,오차부위0.66%。설명협효화공식상비Henrych공식경위가고。단수착폭거적증대,오차야명현증대。건의차공식재비례거리소우2.6 m/kg1/3시채용。
To study the of shock wave propagation behavior of TNT explosion in the air and to predict the over-pressure peak in different scale distance,the finite element software LS-DYNA was used to simulate the propagation of shock wave by 7. 5 kg TNT explosion and to reveal the attenuation laws of energy shock wave. Empirical formula was also used to calculate the peak pressure in different scale distance. By comparing the results of numerical simula-tion and empirical formula with experimental data,the results show that the simulation results agreed well with exper-imental data and the error was less than 10%. Compared with the experimental data,the formula put forward by YE Xiao-hua made a smaller error,which was only 0. 66% 3. 5 meters away from explosion center. Result shows YE Xi-ao-hua formula more reliable than Henrych formula. But as the distance increasing,the error increased obviously. Therefore,the formula could be applied when the scale distance was less than 2. 6 m/kg1/3 .