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NEW SCALAR-TYPE EQUILIBRIUM EQUATIONS OF THE GENERAL SPACE FORCE SYSTEM
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作者 汤昕燕 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 2000年第10期1169-1176,共8页
Using the principle of analytical geometry, several properties of the space straight lille are proved. Based on these properties, the equilibrium of general space force system is considered and its four new scalar-typ... Using the principle of analytical geometry, several properties of the space straight lille are proved. Based on these properties, the equilibrium of general space force system is considered and its four new scalar-type equilibrium equations are derived which are equivalent to the vector-type necessary and sufficient conditions far equilibrium. 展开更多
关键词 general space force system method of analytical geometry new scalar-type equilibrium equations
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