In the past 10 years (since 2016), I discovered that not only the Solar system, but also the whole universe (from the Virgo Super Cluster down to a quark) can be described by a brand new {N,n//6} quantum mechanics. The {N,n//q} QM structures of the Solar planets (Jupiter, Saturn, Neptune, Earth, etc.) further showed that, while the gravitational force strength decreasing (by mass decreasing), the q values also decreased from 6 to 5, 4, 3, and 2. In the current paper, I extended the {N,n//q} QM description to the condensed matter structure and the bio-structure (both of them governed by either the residue E-force, or the residue G-force). 1) I used a one-dimensional {N,n//q} QM with 1 < q < 2 to describe the condensed matter structure in a 1D-space, and then used a set of one-dimensional {N,n//q} QM (with a set of variable q(s), 1 < q < 2, and a set of anisotropic but concentric r1(s)) to describe the condensed matter structure in a 3D space. 2) Furthermore, I used the {N,n//q} QM to describe a bio-structure (e.g., a human body) with 1 < q < 2, and with a set of anisotropic and un-concentric r1(s). 3) The originally isotropic distributed force-line (from a point-centered E-force), is redistributed anisotropic (in a residue E-force), and the density is greatly increased in the direction of the residue E-force’s exertion direction (in 1D-space), and thus greatly increased the force strength in that 1D direction (out of the rθφ-3D space), and formed a strong "σ-bond" in that 1D direction. 4) The same explanation for the residue G-force explained the quasi "σ-bond" in the two arms of a galaxy, and thus contributed to the "Dark matter" effect. Thus, the matter in the two arms of a galaxy can also be treated as the condensed matter (that governed by the residue G-force) in a spiral-line 1D-space (along this galaxy arm’s 1D-space). Similarly, the multi-arm structure (that extended from any one node of the cosmic web) can also be treated as the condensed matter structure that governed by the residue G-force in a multiple (curved-line) 1D-space. 5) If the (newly defined) "primary force strength density" equals to a constant value for all three primary forces (G-, E-, and S-), then we may can estimate the size of our universe.