The constitution of the heavy isotope of hydrogen, of mass 2, raises a number of interesting questions on which there is at present considerable difference of opinion. We know that the nuclear charge of this element is 1, and its atomic mass has been accurately determined by Bainbridge as 2·0136, using his modified form of mass spectrograph. As regards the actual structure of the nucleus, a number of possibilities must be considered. In the first place the nucleus may be a primary unit or composite. And secondly, if the diplon is composite it may consist either of two protons and a negative electron, or, as seems more probable of a proton and a neutron closely combined. From a consideration of the general evidence of the transformations which give rise to neutrons, Chadwick concludes that the mass of the neutron in the free state is 1·0067. The sum of the masses of the neutron and hydrogen atom (1·0078) is 2·0145, while the observed mass of diplogen is 2·0136, indicating that the binding energy of the combination is somewhat less than 1 million electron volts. From other considerations Curie and Joliot have suggested that the neutron may have a mass a high as 1·012. On the other hand, Lawrence concludes that the mass of the neutron may be as low as 1·0006. This value is deduced from observations on the transformation of a number of elements by bombardment with fast diplons. With many elements he observed the ejection of a proton group of about 18cm. range, and considers that these are produced by the breaking up of the diplon, in the strong nuclear field of the transformed atom, into a neutron and a proton. In order to reconcile his observations with the principle of the conservation of energy, it is necessary to assume that the mass of the neutron is much smaller that the value deduced by Chadwick, and in fact very nearly equal to unity. On Lawrence's view, the diplon is a nucleus of an unusual type, for it possesses about 5 million volts of excess energy, which can be released under appropriate conditions.