Angiotonin, a pressor substance arising out of the reaction between renin and renin-activator, has been suggested by Page and Helmer (1) as the humoral mediator of clinical and experimental hypertension. The vasopressor activity of this substance in animals is not abolished by anesthesia or pithing; it causes vasoconstriction in the isolated rabbit's ear (1) and reduces the renal blood flow by constriction of the efferent glomerular arterioles (2), facts which lead to the belief that it acts directly on the peripheral vascular bed. It is also known that it decreases the diastolic volume in the isolated mammalian heart (3). In man, the effects are similar to those occurring in animals, namnely, hypertension without change in skin temperature, and diminished renal blood flow occasioned by efferent arteriolar constriction (4 No subjective symptoms other than an occasional complaint of pressure in the head have been noted in the course of these studies. The patients remained at ease throughout all procedures, which were conducted as painlessly as possible.Having determined cardiac output and mean arterial pressure, peripheral resistance and the efficient elasticity modulus were calculated by equations derived from Frank's Windkesseltheorie. Peripheral resistance, R, was expressed in absolute units as dynes cm.4 sec. by the formula, R = Pm X 1332/CO per second, where Pm is mean arterial pressure and CO is cardiac output. The conversion factor of 1332 equals the product of the specific gravity of Hg and the acceleration of gravity, 980 cm. sec.4Following Aperia's treatment (8), we have calculated the efficient elasticity modulus (dP/dV), which Aperia indicates by E., from the diastolic pressure function which he called " natural gamma ( yn) ".2 Since y,n = 'Frank's fundamental equation states that i = P'/E + PIR, where i = i(t), the stroke flow, and P = P(t), the pressure, at any moment t, P' = P'(t) is the derivative of the pressure with respect to the time t, R = peripheral resistance, and E = dP/d V, the elasticity modulus of the central arterial reservoir, V. During diastole in the normal individual, P'/E + PIR = 0, and since E and R are considered constants, E/R = y, a constant, (whence E = yR) the equation now becoming P' + 'yP = 0, and = -P'(t)/P(t) (i.e., y = the rate of fall of pressure at any moment t). The gamma value obtained by this equation is in practice not constant throughout diastole and must be replaced by a figure approximately a constant. Aperia points out that this may be done in one of three ways:first, the mean value of gamma, 'y,, may be used; second, gamma may be derived by the use of the method of least squares, giving optimal gamma, 'y,; and last, by determina-715