新暫定 - 科学の基礎研究
Sigma;ρΔV=ΣBΔSψ=ΣρΔV=ΣdivDΔVΦ=ΣρΔV=ΣdivBΔVψ=&Sigma
Sigma;ρΔV=ΣBΔSψ=ΣρΔV=ΣdivDΔVΦ=ΣρΔV=ΣdivBΔVψ=&Sigma
ΔΦ=ρΔV=BΔSψ=Σ(e/V)ΔV=ΣDΔSΦ=Σ(g/V)ΔV=ΣBΔSψ=ΣρΔV=ΣDΔSΦ=ΣρΔV=ΣBΔSψ=ΣρΔV=ΣdivDΔVΦ=ΣρΔV=ΣdivBΔVρ=divDρ=divBdivD=ρdivB=ρdivD=divD+divD=ρ+(-ρ)=0div
=(g/V)V=BSψ=Σ(e/V)ΔV=ΣDΔSΦ=Σ(g/V)ΔV=ΣBΔSψ=ΣρΔV=ΣDΔSΦ=ΣρΔV=ΣBΔSψ=ΣρΔV=ΣdivDΔVΦ=ΣρΔV=ΣdivBΔVρ=divDρ=divBdivD=ρdivB=ρdivD=divD+divD=ρ+(-ρ)=0div
+(1/2)mvv]n=-[Fr+(1/2)mvv]n+1E=U+K=Fr+(1/2)mvv[U+K]n=-[U+K]n+1En=-En+1divD=Q/VdivB=G/VdivD=Σe/VdivB=Σg/VdivD=divDD=DD=ε0
/V)V=(ψ/V)V=DAρV=(e/V)V=(ψ/V)V=DAρV=DAρ=DA/Vρ=Ddxyz/dxyzρ=Dd/dxρ=▽•Dρ=divD▽•D=ρdivD=ρFe=eEFe=ee/4πε0r^2Fe=eE=ee/4πε0r^2eE=ee/4πε0r^2E=e/4πε0
/4πε0r^2E=e/4πε0r^2ε0E=e/4πr^2D=e/4πr^2D=e/SDS=ee=DSDS=eDS=ΣDΔSΣDΔS=eΣdivDΔV=ΣDΔSΣDΔS=eΣdivDdV=edivDΣΔV=edivDV=edivD=e/VdivD=e/V=ρdivD=ρe=DS
/4πε0r^2E=e/4πε0r^2ε0E=e/4πr^2D=e/4πr^2D=e/SDS=ee=DSDS=eDS=ΣDΔSΣDΔS=eΣdivDΔV=ΣDΔSΣDΔS=eΣdivDdV=edivDΣΔV=edivDV=edivD=e/VdivD=e/V=ρdivD=ρe=DS
/4πε0r^2E=e/4πε0r^2ε0E=e/4πr^2D=e/4πr^2D=e/SDS=ee=DSDS=eDS=ΣDΔSΣDΔS=eΣdivDΔV=ΣDΔSΣDΔS=eΣdivDdV=edivDΣΔV=edivDV=edivD=e/VdivD=e/V=ρdivD=ρe=DS
/V)V=(ψ/V)V=DAρV=(e/V)V=(ψ/V)V=DAρV=DAρ=DA/Vρ=Ddxyz/dxyzρ=Dd/dxρ=▽•Dρ=divD▽•D=ρdivD=ρFg=gHFg=gg/4πμ0r^2Fg=gH=gg/4πμ0r^2gH=gg/4πμ0r^2H=g/4πμ0
Fe=eEFe=eEV/VFe=EVe/VFe=EVρFe=ρEV∫dFe=Fe=∫ρEdVFe=∫ρEdVdivD=ρdivε0E=ρdivE=ρ/ ε0ε0divE=ρFe=∫ρEdVFe=∫ε0divEEdVFe=∫ε0EdivEdVFe=ε0∫EdivEdVFe=ma=e