Huygens' principle oor Spaans

Huygens' principle

naamwoord
en
(physics) the assumption that each point on a wavefront may be regarded as a source of secondary waves and that the position of the wavefront at a later time is determined by the envelope of these secondary waves; proposed in order to explain the fact that light travels in a straight line and casts sharp shadows

Vertalings in die woordeboek Engels - Spaans

principio de Huygens

Termium

Geskatte vertalings

Vertoon algoritmies gegenereerde vertalings

voorbeelde

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Voorbeelde moet herlaai word.
With Huygens’s Principle in hand, we can now perform this derivation.
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Deviation of red light ng Figure P35.35 Section 35.6 Huygens’s Principle Section 35.7 Dispersion 36.
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According to Huygens’s principle, each portion of the slit acts as a source of light waves.
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Does Huygensprinciple apply to sound waves?
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(1 cos 0), which we mentioned in Eq. (20.2) when we were discussing Huygens' principle.
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Thus wave reflections can also be described using Huygensprinciple.
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Let us apply Huygens' principle to find the position of the refracted wave surface after a time t.
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And he cared for light: The Huygens principle refers to his wave theory of light.
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We see the laws of reflection and refraction illustrated via Huygens' principle in Figure 29.5.
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Diagrams of phenomena based on Huygens’s Principle are called Huygens constructions.
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(The law of reflection can be derived from Huygensprinciple in a similar way.)
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A′ B′ Figure 29.4 A INTERACTIVE FIGURE Huygensprinciple applied to a plane wavefront.
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Now let’s use Huygens’s principle and Figure 35.20 to derive Snell’s law of refraction.
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At this point, the importance of Huygens’s principle may not be evident.
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This idea is called Huygens' principle.
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The answer to this dapparent �2 can be found in Huygens’s Principle.
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Wavefront A′ New wavefront B B′ Figure 29.5 Huygensprinciple applied to (a) reflection and (b) refraction.
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Huygensprinciple predicts that waves bend in behind an obstacle, as shown in Fig. 34-2.
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Huygensprinciple predicts that waves bend in behind an obstacle, as shown in Fig. 24–2.
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This phenomenon is called Huygens' principle.
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Huygens' principle is applied to points A and B to obtain the curved wavelets shown at C and D.
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A third approach, based on Huygens' principle, attempts reconstructing the recorded sound field wave fronts within the listening space; an "audio hologram" form.
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The Ambisonics form, also based on Huygens' principle, gives an exact sound reconstruction at the central point; less accurate away from center point.
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Huygens's principle asserts that the wave front set Φq0(s + t) is the envelope of the family of wave fronts Φq(s) for q ∈ Φq0(t).
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Kirchhoff's diffraction formula Vector calculus Integral Huygens–Fresnel principle Wavefront Surface integral G. Kirchhoff, Ann. d.
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