👉 Isoclines are a class of surfaces that can be defined by a set of equations or inequalities. They are often used in the context of fluid dynamics, particularly in the study of flow patterns and their stability. An isocline is a curve that separates two different phases of fluid motion, such as a fluid column moving from one phase to another or an unstable region where the fluid is more likely to slip away from its equilibrium state. The equation defining an isocline is a set of equations
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What is the definition of Isocline? 🙋
👉 Isocline, also known as a surface normal line or a boundary line, in mathematics is a line that divides an object into two halves. In other words, it is a line that intersects both boundaries of an object at the same point. Example: 1. A circle with radius r has an isocline passing through its center. 2. The surface normal line to a curve at a point p on the curve passes through the point (a, b) where a and b are points
