||
To avoid the trouble caused by mass point model, we call the micro particle as micro-object.
2.2 Some concepts(1) Static micro-object Compton momentum:p0=m0c, where m0 is the static mass;
(2) Kinetic micro-object Compton momentum:p1=mc,where mis the kinetic mass;
(3) The relativistic momentum:pi=mic (i=2,3,4), where c is the light velocity;
(4) Static micro-object Compton wavelength:λ0=h/m0c , where h is the Planck constant;
(5) Kinetic micro-object Compton wavelength:λ1=h/mc ;
(6) Micro-object De Broglie wavelength: λi=h/mvi ;
(7) Eigen Radius of static micro-object: R0=ħ/m0c ;
Eigen Curvature of static micro-object:、K0=m0c/ħ ;
(8) Eigen Radius of kinetic micro-object: R1=ħ/mc ;
Eigen Curvature of kinetic micro-object:K1=mc/ħ ;
(9) Radius Ri=ħ/mvi and Curvature Ki=mvi/ħ . These two are the mapping of micro-object R0 in three dimension phenomenon space. They are the main study objects in Quantum Mechanics.
Notes: the subscript “0’ represents the static micro-object’s property. The subscript “1,2,3,4” represents the kinetic micro-object’s properties. The subscript “i” represents some physical quantity in the three-dimension phenomenon space.
2.3 The relationship between the relativistic energy momentum and Curvature If m and m0is the micro-object’s kinetic mass and static mass, using the relativistic energy equation and E2=(mv)2c2+m02c4 (mc)2=(mv)2+(m0c)2.Then we can get p12=pi2+p02 and K12=ki2+k02 , where k1-ki=K0 .Here we have such vectors: p1, pi, P0, k1, ki, K0. k1=K0,k1 and ki can construct a 4-dimension Curvature coordinate associated with kinetic micro-object’s motion.
《双四维时空量子力学描述与波函数的本论基础》一文已发美国 《Journal of Modern Physics (JMP)》杂志。
Website: http://www.scirp.org/journal/jmp
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