For cubic monocrystalline Bi 0,5Ca2.5Feg., 5V1.25012 garnets Manzel and Linzen (1) have found the existence of two peaks of the imaginary part of the microwave susceptibility f( h, H, w1 ) for subsidiary ferrimagnetic resonance by parallel pumping with linear polarized microwaves of an amplitude h > h in orientation of applied dc field H parallel to [I00 J at room temperature. h denotes thethreshold value for parametric excitation of magnons, and w1 is the fixed pump frequency.In this letter we will give some results which show that a possible explanation of these two peaks at characterized dc fields called H the linear anisotropic interaction (2, 3) between parametrically excited magnons and lattice phonons with longitudinal (1) and transversal (t) polarization, respectively. In respectof this conception we have calculated the contribution of xu for an isolated 2-magnon-1-phonon confluence process where two parametrically excited and energetically degenerate acoustical magnons with wave vectors a,, a2, frequencies w( 5 ) = w( 'b2) = wl/2, and polar angles e% = 0% = ~/ 2 with respect to [ 1001 as polar axis confluence due to linear magnetoelastic interaction into a nonthermal or thermal acoustical phonon with wave vector g, frequency w (q, a), and polarization s = 1, t . This dynamical relaxation process is nonlinear because both the number and the damping of magnons depend on the microwave power, and conservation of energy fio(al) + Ru, (a,) = %hw (q, 8) and of momentum %g1 + hS2 = hq are demanded. Applying the technique of nonequilibriumGreen's functions (4) we obtain for the nonlinear steady-state response at H C