Gravitational force between two arbitrary objects (vector notation) (Q1778): Difference between revisions

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Added content item: Gravitational force between two arbitrary objects (vector notation)
 
Added content item: Gravitational force between two arbitrary objects (vector notation)
 
Property / instance of
 
Property / instance of: mathematical expression / rank
Normal rank
 
Property / LaTeX source
\\mathbf F_g(A \\gets B)\n=\nG\n\\int_A \\int_B\n\\rho_A(\\mathbf r_A)\\rho_B(\\mathbf r_B)\n\\frac{\\mathbf r_B-\\mathbf r_A}{|\\mathbf r_B-\\mathbf r_A|^3}\n\\,dV_B\\,dV_A
 
Property / LaTeX source: \\mathbf F_g(A \\gets B)\n=\nG\n\\int_A \\int_B\n\\rho_A(\\mathbf r_A)\\rho_B(\\mathbf r_B)\n\\frac{\\mathbf r_B-\\mathbf r_A}{|\\mathbf r_B-\\mathbf r_A|^3}\n\\,dV_B\\,dV_A / rank
Normal rank
 
Property / attributed to
 
Property / attributed to: Rong Martin-Siebler ZHOU / rank
Normal rank
 
Property / instance of
 
Property / instance of: mathematical expression / rank
 
Normal rank
Property / LaTeX source
 
\\mathbf F_g(A \\gets B)\n=\nG\n\\int_A \\int_B\n\\rho_A(\\mathbf r_A)\\rho_B(\\mathbf r_B)\n\\frac{\\mathbf r_B-\\mathbf r_A}{|\\mathbf r_B-\\mathbf r_A|^3}\n\\,dV_B\\,dV_A
Property / LaTeX source: \\mathbf F_g(A \\gets B)\n=\nG\n\\int_A \\int_B\n\\rho_A(\\mathbf r_A)\\rho_B(\\mathbf r_B)\n\\frac{\\mathbf r_B-\\mathbf r_A}{|\\mathbf r_B-\\mathbf r_A|^3}\n\\,dV_B\\,dV_A / rank
 
Normal rank
Property / attributed to
 
Property / attributed to: Rong Martin-Siebler ZHOU / rank
 
Normal rank

Latest revision as of 06:40, 23 September 2026

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Gravitational force between two arbitrary objects (vector notation)
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    Statements

    \\mathbf F_g(A \\gets B)\n=\nG\n\\int_A \\int_B\n\\rho_A(\\mathbf r_A)\\rho_B(\\mathbf r_B)\n\\frac{\\mathbf r_B-\\mathbf r_A}{|\\mathbf r_B-\\mathbf r_A|^3}\n\\,dV_B\\,dV_A
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