The reason for the wave particle duality of light and the determination of the inflection point of wave particle duality

The Planck constant is the angular momentum of elementary particles, h=mvr,E=hγ=mvrγ=mc^2, It can be concluded that mvr γ=mc ^ 2- (1), due to c=λγ - (2). Simplified: v/c=λ/r - (3), the speed of light correlation constant I discovered is v λ=c - (4), where v is the speed of photon rotation and c is a constant equal to the speed of light. (3) (4) Solution: r=λ ^ 2/k - (5). The nonlinear relationship between photon radius and wavelength. The law followed by elementary particles is: M ^2r=Q, where M mass, r is radius, and Q is constant. λ=ct,c=at,a=c^2/λ。 Let λ=ct, c=at, t=1/ν, 3r=at ^ 2/2, and solve for: λ=6r - (6). By solving equations (5) and (6) together, it can be concluded that λ=1/6 meters and r=1/36 meters require a loss of half of the mass of the fundamental particles inside the material to be converted into photons. The radius of a photon should be 4 r=1/9 meters. The radius of a photon is equal to two-thirds of its wavelength and is a linear relationship. The common solution of linear and nonlinear is the inflection point of wave particle duality. The linear and nonlinear paradox is the reason why photons exhibit wave particle duality.