independent equations การใช้

• The second step is to solve these independent equations one by one.
• This is done by means of the following independent equations:
• These are 6 independent equations relating stresses and strains.
• Alternatively, the solution can be found by jointly solving any two independent equations.
• These are 6 independent equations relating strains and displacements with 9 independent unknowns ( strains and displacements ).
• Equivalently, if a system has more independent equations than unknowns, it is inconsistent and has no solutions.
• Although there appear to be 64 equations in Faraday-Gauss, it actually reduces to just four independent equations.
• Four unknowns cannot be found given two independent equations in these unknown variables and hence the beam is statically indeterminate.
• In keeping with the idea that they usually represent time, their special significance vanishes in the time-independent equation.
• The number of independent equations in the original system is the number of non-zero rows in the echelon form.
• Schr鰀inger's time independent equation, H \ psi = E \ psi is solved by explicit construction of \ psi.
• In an arbitrary potential, if a wave function solves the time-independent equation, so does its complex conjugate, denoted.
• An "'independent equation "'is an equation in a system of simultaneous equations which cannot be derived algebraically from the other equations.
• These exceptions can occur only when the overdetermined system contains enough linearly dependent equations that the number of independent equations does not exceed the number of unknowns.
• The number of independent equations in a system of consistent equations ( a system that has at least one solution ) can never be greater than the number of unknowns.
• He says the method of virtual Work can be applied to indeterminate systems, and its powerful advantage is that it can generate as many independent equation as one wants.
• If the real and imaginary components could be reversed without consequence in the time independent equation, then they are not " special " compared to real numbers in that setting.
• Multiple experiments using different values of " e " are necessary to establish multiple independent equations defining the multiple independent rate constants in terms of experimental rates and concentrations.
• According to the Rouch? Capelli theorem, a system of equations is independent, and the point of concurrency can be found by solving any two mutually independent equations simultaneously for the two variables.
• This is due to the cancellation of the energy-dependent terms with the disconnected terms contributing to the product of He ^ { S }, resulting in the same set of nonlinear energy-independent equations.