Sentence examples for a linear third from inspiring English sources

The phrase "a linear third" is correct and usable in written English.
It can be used in contexts related to music theory, mathematics, or any field where linear relationships are discussed, particularly when referring to a specific interval or ratio.
Example: "In music composition, a linear third can create a harmonious sound that enhances the overall melody."
Alternatives: "a linear interval" or "a third interval".

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We approach surface design by solving a linear third order Partial Differential Equation (PDE).

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[21] used input-output feedback linearization to convert secondary voltage control to a linear second-order tracker synchronization problem.

Furthermore, using linearization methods, a nonlinear second-order equation can be converted to a linear second-order ordinary differential equation with known solutions.

The dependence of response on the NaOH and EtOAc concentrations was illustrated by a linear second-order polynomial model.

It is shown that a linear second order model with an ARMAX structure and a time delay describes adequately the main dynamical behavior of this canal pool.

It is shown that a linear second order model with an ARMAX structure and a time delay describes adequately the main nominal dynamical behavior of this canal pool.

Conventional methods show that the dynamics of activation and deactivation of the functional maps follows a linear first-order differential equation representing a low-pass filter.

The residue theorem is employed in the design optimization of the frequency averaged power injected into a linear second-order system.

A linear first-order time-conversion plot with a small induction period (∼10 min) was observed in the presence of PPMI ligand.

The sensor is modeled as a linear second-order system and the mathematical modeling of the input signal is supplied by shock tube theory.

The dynamic response of reactant conversion is very nonlinear and unconventional, but the response of product purity is well approximated by a linear first-order differential equation.

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