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<br />Table 1. 2-1. Regression equation for pressure at nodal surface. <br /> <br /> r- OH 1 fVH 1 2 r l2 <br />PVF - PNS - 2(PVF - POC} i 02H - PVF P~ 1+ i I V2H ! <br />+ i + <br />= an a, In 4- a2 Iv I a3 -I <br />T"\'tn:" TlLY1 () <br />rvc - r.L\\J v_ , <br />v ... , "2H . "H POC V ~ I L of J l . f .J <br /> l- F <br /> r 02H i 2 [ V -14 [ V 2H 14 <br /> - OH I <br /> + a4 PVF - POC I + HI <br /> I a5 v;J + a6 <br /> l 02H + OH POC vF2 J VF J <br /> <br />Pressure tenus (PVF, PNS, PVF, POC) are identified in text. H is the height of the ridge crest above the <br /> <br />I-' <br />I <br />..... <br /> <br />'~lal1ey floor, arid 2H is tIle l"u3igllt at \&lhich the pressure difference from the valley floor is double the <br /> <br />difference from floor to crest. Po~ential temperatures, 0, are taken at ridge crest and at 2H; scalar <br />wind speeds (m/s) are taken at valley floor, ridge crest, and at 2H. g was determined from the intersec= <br />tion of the moist adiabat at the specified level with the 1000 rob. surface. <br /> <br />Only four tenus: <br /> <br />o <br /> <br />o <br /> <br />a6 <br />o <br /> <br />Coefficients: <br /> <br />ao <br />.55618 <br /> <br />al <br />-3171. 3 <br /> <br />a2 <br />.04455 <br /> <br />a3 <br />-.02110 <br /> <br />a4 <br /> <br />a5 <br /> <br />All seven tenus: <br /> <br />.68471 <br /> <br />-4817 <br /> <br />.11568 <br /> <br />-.05862 <br /> <br />9,782,890 <br /> <br />-.00190 <br /> <br />.00043 <br /> <br />~. <br /> <br />';::l~---::-:;. <br />