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The heat capacities of two samples of vanadium and two of tantalum have been measured in the normal and superconducting phases in the temperature interval between 1. 7^ and 5^. Below the transition temperature T₀, the superconducting heat capacity of both metals could be represented accurately by the relation Cₒ=AT+BT^2. In the normal phase the data obeyed the usual relation C₍=+ (464{^3}) T^3. From these data H vs T curves were calculated and values of H₀, the threshold field at absolute zero, were obtained. For the better vanadium sample the values of the various constants were found to be T₀=4. 89^K, A=-1. 9710^-3 cal/mole deg^2, B=1. 6910^-3 cal/mole deg^3, =21. 110^-4 cal/mole deg^2, =273^K, and H₀=1340 oersteds; for the better tantalum sample T₀=4. 38^K, A=-1. 4510^-3 cal/mole deg^2, B=1. 3310^-3 cal/mole deg^3, =13. 010^-4 cal/mole deg^2, =231^K, and H₀=860 gauss. The measured heat capacities were compared with the predictions of the Koppe theory and the model.
Worley et al. (Fri,) studied this question.
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