46. Propyl alcohol with a density of 8 = 0.2 g/cm? flows over the closed curve r(t) = (sin t)i – (cos t)j, 0

46. Propyl alcohol with a density of 8 = 0.2 g/cm? flows over the<br>closed curve r(t) = (sin t)i – (cos t)j, 0 < t < 2 , according to<br>the vector field F = Sv, where v = (x – y)i + x²j is a velocity<br>field measured in centimeters per second. Find the circulation of<br>F around the curve r(t).<br>

Extracted text: 46. Propyl alcohol with a density of 8 = 0.2 g/cm? flows over the closed curve r(t) = (sin t)i – (cos t)j, 0 < t="">< 2="" ,="" according="" to="" the="" vector="" field="" f="Sv," where="" v="(x" –="" y)i="" +="" x²j="" is="" a="" velocity="" field="" measured="" in="" centimeters="" per="" second.="" find="" the="" circulation="" of="" f="" around="" the="" curve="">

Jun 04, 2022

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46. Propyl alcohol with a density of 8 = 0.2 g/cm? flows over the closed curve r(t) = (sin t)i – (cos t)j, 0

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