characteristic equation वाक्य
उदाहरण वाक्य
मोबाइल
- Informally speaking, every matrix satisfies its own characteristic equation.
- Which is the characteristic equation of the recurrence relation.
- The eigenvalues are the solutions of the characteristic equation.
- Thermodynamics imposes restrictions on the possible equations of state and on the characteristic equation.
- If m = 1 is a characteristic equation:
- The desired characteristic equation is then s ^ 2 + 6s + 5 = 0.
- As in three dimensions the characteristic equation of the matrix can be solved to find the eigenvalues.
- The characteristic equation of a fourth-order linear difference equation or differential equation is a quartic equation.
- The "'characteristic equation "'is the equation obtained by equating to zero the characteristic polynomial.
- The equation is called the " characteristic equation ", as its roots are exactly the eigenvalues of.
- For a second-order linear autonomous system, a characteristic equation has one positive and one negative real eigenvalue.
- Given a rotation matrix " M " the eigenvalues can calculated by solving the characteristic equation for that matrix.
- The frequency that appears in the generalised form of the characteristic equation ( which is the same for this circuit as previously)
- If the solution is to be used numerically, all the roots of this characteristic equation can be found by numerical methods.
- The roots ? of the characteristic equation are called characteristic roots or eigenvalues and the solution set is often referred to as the spectrum.
- The semi-implicit method models the simulated system correctly if the complex roots of the characteristic equation are within the circle shown below.
- The classical Liouville equation can be solved using the method of characteristics for partial differential equations, the characteristic equations being Hamilton's equations.
- The original equations have been decoupled into N + 2 characteristic equations each describing a simple wave, with the eigenvalues being the wave speeds.
- These quantities are inter-related by one or more functional relationships called equations of state, and by the system's characteristic equation.
- The qualities of the Euler's characteristic equation were later considered in greater detail by French mathematicians Augustin-Louis Cauchy and Gaspard Monge.
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