
An asymptotic theory for the high-Reynolds-number flow past a shear-free circular cylinder
<a href="https://news.google.com/rss/articles/CBMioAJBVV95cUxNeVJrdmxvYW11Y3hVaW84dWU1MzFEUkUzaXljZHBEZ2E1THFiQkdxSFA2VldxdkpPeXlkTXNSWFpMM0lsUnJyUHFTaDRjLUJPeExjaGhPakN1azRySHYwd19wU3J3V2VnT1JXUHlrRTlnTzFFYWs0bTVjUXBRM3ljcXdLbWkxc3lGUHlmVmZzM2FMbFFqYUQwSUFaZVM2MHE3ZldOdmQwV0Y3VGwyUGNIVVc3b1l6WEZ5R2hJenhSY05EZVo2cGQ3LWxta3dTSFpmYmlWZ0RMREZzTndaVzVCYXQ3cWtoNS1kbTNOQUVNZURfSUpuU1JDUWxkTVBoQ25NaF94S1FZRjM2Z0V3ZTRuV1NtaHotdmJwQlB3a0hyRWM?oc=5" target="_blank">An asymptotic theory for the high-Reynolds-number flow past a shear-free circular cylinder</a>&nbsp;&nbsp;<font color="#6f6f6f">Cambridge University Press & Assessment</font>