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isoclina

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The answer ISOCLINA has 0 possible clue(s) in existing crosswords.

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There are 8 letters in ISOCLINA ( A¹C³I¹L¹N¹O¹S¹ )

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5 letters out of ISOCLINA

4 letters out of ISOCLINA

3 letters out of ISOCLINA

AIL AIN AIS ALS ANI CAN CIS COL CON COS INS ION LAC LAS LIN LIS NIL NOS OCA OIL ONS SAC SAL SIC SIN SOL SON

2 letters out of ISOCLINA

AI AL AN AS IN IS LA LI LO NA NO OI ON OS SI SO

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Isoclina might refer to
Given a family of curves, assumed to be differentiable, an isocline for that family is formed by the set of points at which some member of the family attains a given slope. The word comes from the Greek words ἴσος (isos), meaning "same", and the κλίνειν, meaning "make to slope". Generally, an isocline will itself have the shape of a curve or the union of a small number of curves. * Isoclines are often used as a graphical method of solving ordinary differential equations. In an equation of the form y' = f(x,y), the isoclines are lines in the (x, y) plane obtained by setting f(x,y) equal to a constant. This gives a series of lines (for different constants) along which the solution curves have the same gradient. By calculating this gradient for each isocline, the slope field can be visualised; making it relatively easy to sketch approximate solution curves; as in fig. 1.

Isoclina might refer to

Given a family of curves, assumed to be differentiable, an isocline for that family is formed by the set of points at which some member of the family attains a given slope. The word comes from the Greek words ἴσος (isos), meaning "same", and the κλίνειν, meaning "make to slope". Generally, an isocline will itself have the shape of a curve or the union of a small number of curves.
* Isoclines are often used as a graphical method of solving ordinary differential equations. In an equation of the form y' = f(x,y), the isoclines are lines in the (x, y) plane obtained by setting f(x,y) equal to a constant. This gives a series of lines (for different constants) along which the solution curves have the same gradient. By calculating this gradient for each isocline, the slope field can be visualised; making it relatively easy to sketch approximate solution curves; as in fig. 1.

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