Mushtaq Loan

Least-action principle in gait

We apply the laws of human gait vertical ground reaction force and discover the existence of the phenomenon of least-action principle in gait. Using a capacitive mat transducer system, we obtain the variations of human gait vertical ground reaction force and establish a structure equation for the resultant of such a force. Defining the deviation of vertical force as an action function, we observe from our gait optimization analysis the least-action principle at half of the stride time. We develop an evaluation index of mechanical-energy consumption based upon the least-action principle in gait. We conclude that these observations can be employed to enhance the accountability of gait evaluation.

Lowest-lying tetra-quark hadrons in anisotropic lattice QCD

We present a detailed study of some

Optimal principle of bone structure.

4q

Dynamic Principles of Center of Mass in Human Walking

hadrons in quenched improved anisotropic lattice QCD. Using the

in lattice QCD

\pi\pi

f(2010) in lattice QCD

and diquark-antidiquark local and smeared operators, we attempt to isolate the signal for

f(2010)f(2010) in lattice QCD

I(J^{P})=0(0^{+}), 2(0^{+})

Revisiting glueball wave functions at zero and finite temperature

and

Rho Meson in Unquenched Lattice QCD

1(1^{+})

Distribution Principle of Bone Tissue

states in two flavour QCD. In the chiral limit of light-quark mass region, the lowest scalar