Pulmonary metastases from different types of tumour in Man show constant growth rates when measured accurately on successive roentgenograms of the chest. The influence of ionizing radiation on these metastatic tumours could be shown very clearly. Fractionated irradiation resulted in a concentric reduction in the size of the metastases, the outlines of which remained remarkably well defined. This made it possible to calculate the percentage of reduction in volume by measuring the change in diameter. Data on such pulmonary metastases in sixteen of our patients were suitable for quantitative analysis. It was found that volume reduction became evident a few days after the first dose was administered. Repetition of the same daily dose caused percentages of reduction, giving an exponential survival curve. After the last dose of a series was given, the tumour resumed in growth immediately, or at least within a few days, at approximately the same rate as before irradiation. The surviving fractions found in these cases did not conflict with the assumption of an exponential survival curve, as constructed by Elkind for fractionated irraditions of cell cultures. In this way, the mean lethal dose D 37 defined as the dose leaving 37 per cent of the original volume capable of resuming growth, could be calculated for these irradiations, in which daily doses of 100–150 rads were applied using 250 kV roentgen and Cobalt- 60. The results showed wide variations in radiosensitivity amongst tumours of different types (Table 1). Values of D 37 extending from 300 up to 2550 rads were encountered. These differences, which correspond to a factor of 8·5 cannot be explained by the assumption that all cells have the same intrinsic radiosensitivity and that all differences observed are caused by differences in oxygen tension in tissues. Good correlation was found to exist between the radiosensitivity ( D 37) and the growth rate of a tumour, expressed in terms of the doubling time, T 2. For all cases, the equation log D 37 = 1·780 + 0·652 log T 2 fits the data within fair limits. Excluding the value of D 37 for two tumours, i.e. those with the lowest growth rate ( T 2 > 150 days), all value s of D 37 fitted well in a linear correlation according to the equation, D 37 = 220 + 10 T 2. Possible explanations of the phenomena found are discussed, taking into account the concepts of modern experimental radiobiology. The significance of these relationships for clinical radiobiology and the practice of radiotherapy is considered. The possibility of estimating the lethal dose for a tumour if its volume and growth rate are known is of particular interest. Many additional investigations in various fields will be required to reach this goal, however.