![Figure 1. Regression comparing two methods to determine the ratio of effective heat transfer coefficients before (t = -1 h) and long after induction of general anesthesia (t = 3 h). The effective heat transfer coefficients, D+/D-, were determined using Equation 6. The effective heat transfer coefficients, [Greek small letter lambda]+/[Greek small letter lambda]-, were determined using Equation 11. Equation 30. The highest [Greek small letter lambda]+/[Greek small letter lambda]-value is from the lower calf, whereas the lowest value is the forehead.](https://asa2.silverchair-cdn.com/asa2/content_public/journal/anesthesiology/89/3/10.1097_00000542-199809000-00015/2/15ff1.png?Expires=1716514893&Signature=0f~08YL408YDgJRTIVHNcRIB2Zg9UVfO48hbD~1o-WOsbDiRB2t8ZT1ee9bgGpnBTC8nnnPjLCeerKeHA~u~q27w~vnPzqygPLCOQV2WPe3X0gVj--DTFig6vmSq48XPOV04~fw0tKOCWNQO7ncuLLV1YdmiDRF0bxp4Be2CN4bxeulAUtmk60ZQkfI4fQB2beebfxOv9x6W7oAVyfYhE8-FYgzKvq98X2wwhmJMUPza0W1FZw52gCKUo-qu7bXXVLsNY70yYahVk1h3QB2xmlcNpmfrMXBalW2W4sZSnZLTTLVqSBfp9isqS1zydTDYiPjT5yqBRFmmtXM8ZxK05Q__&Key-Pair-Id=APKAIE5G5CRDK6RD3PGA)
Figure 1. Regression comparing two methods to determine the ratio of effective heat transfer coefficients before (t = -1 h) and long after induction of general anesthesia (t = 3 h). The effective heat transfer coefficients, D+/D-, were determined using Equation 6. The effective heat transfer coefficients, [Greek small letter lambda]+/[Greek small letter lambda]-, were determined using Equation 11. Equation 30. The highest [Greek small letter lambda]+/[Greek small letter lambda]-value is from the lower calf, whereas the lowest value is the forehead.
