What Latin phrase did Robert Hooke use to summarize the proportionality described in Hooke's Law in 1676?
Answer
ut tensio sic vis
Robert Hooke, a British physicist, established the mathematical foundation for spring design in 1676 with his famous postulate, Hooke's Law. This law defines the linear relationship between the force exerted by a spring and its displacement (extension or compression). Hooke concisely expressed this fundamental principle using the Latin phrase *ut tensio sic vis*, which directly translates to 'as the tension, so the force.' This formalization provided the necessary engineering blueprint to design springs predictably, transforming spring creation from mere craft into applied science essential for industrial machinery.
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