👉 In mathematics, an irrotationally defined space is a space that has no nontrivial rotation. This means that there are no points in this space with exactly two neighbors that are parallel to each other (or equivalently, there are no lines of symmetry). In other words, the space does not have any rotational symmetries.
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What is the definition of Irrotational? 🙋
👉 In physics, an "irrotational" object is one that has no net torque (force) acting on it. This means that a rotating body experiences zero angular acceleration or angular velocity change as it rotates. In other words, if we consider a system of particles moving around a central point in space, the absence of any force opposing their motion makes this system irrotational. This concept is fundamental to understanding rotational motion and has applications in fields such as engineering, physics, and mechanics. It
