The elastic modulus E1 of crystalline regions of poly(β-trichloromethyl- propiolactone) (PTCPL) in the direction parallel to the chain axis has been measured by the x-ray diffraction method. PTCPL was obtained
Saddle points and TSSs around theZ¯point Out of the two surface Dirac points present, the Dirac point around theZ¯point is by far the more interesting. Instead of a typical Dirac like dispersion36, it shows a strong warping effect along the energy axis making saddle points in the lowe...
\ln(x_{0})-cx_{0}. $$ the following theorem is useful for discussing the existence of multiple attractors of models with state-dependent feedback control proposed in this work. theorem 3.1 let straight line \(l_{1}\) through point \((x_{1}^{*}, y_{e}^{*})\) be parallel to...
respectively, and the axis with intermediate moment of inertia is called thebaxis. Vibrations with dipole moment changes parallel to these axes are called A, B, andC bands. The unresolved gas
The eigenvalue is real-valued and the corresponding eigenvector is approximately parallel to the steady-state magnetization in the three spatial dimensions23. The other two eigenvalues are in general complex and complex conjugate of each other, as indicated by the star. This results in the well-...
Steady Parallel-Flow Model This analytical approach comes from an interesting Batchelor’s remark made about the vorticity but here applied to the velocity of a confined flow. “A number of flow fields are characterized by values of the magnitude of the” velocity “in the neighborhood of a cer...
the following focuses on a different type of dynamical process—different also from individual quantum-system temporal evolution. It considers a sequence of distinct entities, in which the quantum state of each is a random variable at each time step. In this, there is a rough parallel to quantu...
This, in principle, allows the corresponding time-evolution steps to be implemented in parallel, although care must be taken over overlapping Z-strings in the Jordan-Wigner transform. Evolution times are variational parameters which are optimised using a classical optimisation algorithm. Within each ...
Quantum state tomography is a daunting challenge of experimental quantum computing, even in moderate system size. One way to boost the efficiency of state tomography is via local measurements on reduced density matrices, but the reconstruction of the ful
Data 22 is inputted into membership function evaluator 24 where it is distributed to N parallel membership inference units 40, where N is the number of possible operation states. Membership inference units 40 calculate an unnormalized version of the probability of being in that state. The ...