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 Übersetzung für 'trigonometric equation' von Englisch nach Deutsch
math.
trigonometric equation
trigonometrische Gleichung {f}
Teiltreffer
phys.
Goldman-Hodgkin-Katz equation <GHK equation>
Goldman-Hodgkin-Katz-Gleichung {f} <GHK-Gleichung>
math.
trigonometric {adj}
trigonometrisch
56
geogr.math.mil.
trigonometric net
trigonometrische Netzlegung {f}
math.
trigonometric function
Kreisfunktion {f}
math.
trigonometric function
Winkelfunktion {f}
math.
trigonometric polynomial
trigonometrisches Polynom {n}
math.
trigonometric function
trigonometrische Funktion {f}
math.
trigonometric functions
Kreisfunktionen {pl}
math.
trigonometric series <TS>
trigonometrische Reihe {f}
equationGleichgewicht {n}
787
equationGleichstellung {f}
75
equationAusgleich {m}
224
equationVergleich {m}
969
math.
equation
Gleichung {f}
4091
equationGleichsetzung {f}
111
nucl.phys.
Pais equation
Pais-Gleichung {f}
math.
fundamental equation
Grundgleichung {f}
phys.
Boltzmann equation
Boltzmanngleichung {f} [auch: Boltzmann-Gleichung]
math.
functional equation
Funktionalgleichung {f}
math.
biharmonic equation
biharmonische Gleichung {f}
21 Übersetzungen
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Anwendungsbeispiele Englisch
  • Using trigonometric identities, we see that this is the same transcendental equation that lens area and integration provide.
  • The frequent computations of squares in the circle equation, trigonometric expressions and square roots can again be avoided by dissolving everything into single steps and using recursive computation of the quadratic terms from the preceding iterations.
  • A number of authors, notably Jean le Rond d'Alembert, and Carl Friedrich Gauss used trigonometric series to study the heat equation, but the breakthrough development was the 1807 paper "Mémoire sur la propagation de la chaleur dans les corps solides" by Joseph Fourier, whose crucial insight was to model "all" functions by trigonometric series, introducing the Fourier series.
  • The second form of each equation is derived from the first by eliminating "θ"t using Snell's law and trigonometric identities.
  • Using the continuity equation and the fact that the tangential velocity component does not change across the shock, trigonometric relations eventually lead to the θ-β-M equation which shows θ as a function of M1 β, and ɣ, where ɣ is the Heat capacity ratio.

  • The algebraic and trigonometric forms are also cumbersome to use.
  • No longer limited to a set of trigonometric and simple algebraic expressions, versions of the software calculator are now tailored to any and all topical applications.
  • This could be achieved by expansion of functions in series of trigonometric functions.
  • as a linear combination of basis functions (for example trigonometric functions) and carry out a finite-dimensional minimization among such linear combinations.
  • They can be obtained analytically, meaning that the resulting orbitals are products of a polynomial series, and exponential and trigonometric functions.

  • These conditions also proved to be novel and final for expansions into both the multiple Fourier integral and the trigonometric Fourier series.
  • (1) The complex functions or a set of discrete measured data can be interpolated by a sum of polynomial or trigonometric function series.
  • In eqs. (...)-(...) one recognizes the one-dimensional wave equation with the trigonometric Rosen–Morse potential in (...) for [...] and [...].
  • is a circle, then these eigenfunctions have an angular component that is a trigonometric function of the polar angle [...] , multiplied by a Bessel function (of integer order) of the radial component.
  • The angle is computed by computing the trigonometric functions of a right triangle whose vertices are the (external) homothetic center, a center of a circle, and a tangent point; the hypotenuse lies on the tangent line, the radius is opposite the angle, and the adjacent side lies on the line of centers.

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