sine curve


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sine curve
The equation for this sine curve is
y = sin x.

sine curve

n.
The graph of the equation y = asin bx, where a and b are constants. Also called sinusoid.

sine curve

n
(Mathematics) a curve of the equation y = sin x. Also called: sinusoid

sine′ curve`



n.
a graphic representation of the ratio of the size of an angle to its sine; the graph of the equation y= sin x.
[1900–05]
ThesaurusAntonymsRelated WordsSynonymsLegend:
Noun1.sine curve - the curve of y=sin x
undulation, wave - an undulating curve
Translations

sine curve

n (Math) → sinusoide f
References in periodicals archive ?
Allocation of in-stream inventory exhibits the characteristics of a sine curve, as increases have been followed by periods of lower total yield on the supply side
The X coordinate of the weld line is 1049, the oscillation function of the algorithm can accurately produce sine curve, triangle curve and trapezoid curve respectively.
If the line of a beam coincides with the sine curve deflections of the beam can be determined
It can be seen that the phenomenon of time delay exists between the system output and control objectives with two control strategies for the Sine curve tracking control of direct-drive pump control system because the servo motor and pump controlled cylinder system all have the characteristics of time delay.
It's an adjective, meaning relating to a sine curve in mathematics or physics having a magnitude that varies as a sine curve (general physics).
When VFDs are used in electric induction motors, power is no longer provided in a balanced, three-phase sine curve, but in controlled pulses (Figure 4), referred to.
The sine curve used for the period from the minimum up to the maximum is sometimes only the first quadrant of the sine curve (Parton and Logan 1981; Goudriaan and van Laar 1994), so the rate of increase in temperature in the model is most rapid immediately after the minimum, rather than the fourth quadrant of the sine curve for the minimum halfway to the maximum, then the first quadrant for the following period to the maximum.
This enabled a preliminary lightcurve to be plotted and superimposing a sine curve gave an approximate rotation period of just over 5 hours.
This results in that at constant frequency the penetration points of the sine curve through the "x-axis" are situated closer together and the speed of the photon in direction of flight is no longer c but [c.