研究了改进的标量微分耦合模型中，ω介子与核子张量耦合对于有限核计算的影响．张量耦合改善了标量微分耦合模型中有限核的自旋与轨道分裂；同时该张量耦合在核的中心区域表现为吸引作用，在核的表面区域表现为排斥作用，这一结果导致有限核填充在很低单粒子轨道的一些核子的能量因张量耦合而增大，填充在靠近费密面轨道的一些核子的能量因张量耦合而减小． In the improved scalar differential coupling model, the effect of ω meson-nucleon tensor coupling on the finite kernel calculation is studied. Tensor coupling improves the spin and orbit splitting of the finite kernels in the scalar differential coupling model. At the same time, the tensor coupling acts as attraction in the central region of the core and repulsive in the surface region of the core. This result leads to finite kernel The energy of some nucleons filled in very low single-particle orbitals increases due to the tensor coupling, and the energy of some nuclei filled in the orbit near the paracritical surface decreases due to the tensor coupling.