Accurate measurements of the specific absorption rate ͑SAR͒ of solids and fluids were obtained by a calorimetric method, using a special-purpose setup working under adiabatic conditions. Unlike in current nonadiabatic setups, the weak heat exchange with the surroundings allowed a straightforward determination of temperature increments, avoiding the usual initial-time approximations. The measurements performed on a commercial magnetite aqueous ferrofluid revealed a good reproducibility ͑4%͒. Also, the measurements on a copper sample allowed comparison between experimental and theoretical values: adiabatic conditions gave SAR values only 3% higher than the theoretical ones, while the typical nonadiabatic method underestimated SAR by 21%. © 2008 American Institute of Physics. ͓DOI: 10.1063/1.2891084͔ Magnetic-fluid hyperthermia ͑MFH͒ for cancer treatment is currently attracting considerable scientific and technical work. 1-3 The use of nanoscale heaters to destroy cancerous tissue allows overcoming certain problems arising from other hyperthermia therapies, 4 such as damage of healthy tissue, temperature miscontrol, and use of hazardous alternating magnetic fields out of the biological range.The heating efficiency of the fluids is quantified by the specific absorption rate ͑SAR͒, defined as the thermal power per unit mass dissipated by the active material in the presence of an alternating magnetic field. SAR highly depends on field parameters and on material properties, since different heating mechanisms can be involved. 5,6 So accurate measurements are necessary for the studies on correlation between the SAR and material properties, 7-11 simulations of temperature distributions in tissues or phantoms, 12,13 and the optimization of hyperthermia therapies. 1,2 SAR can be estimated by calorimetric methods as SAR = ͑1 / m͒C͑⌬T / ⌬t͒, where m is the mass of the dissipating material, C the heat capacity of the whole sample, and ⌬T the sample temperature increase during the ac-field application interval ⌬t. Current SAR installations reported in literature 8,10,14-16 consist of an ac magnetic field generator, a sample space delimited by an isolating material, temperature sensors, and a data acquisition system. These setups do not provide adiabatic conditions, since heat losses ͑conduction, radiation, and convection͒ are not minimized. SAR must be estimated from the temperature-versus-time exponential curve, 16 according to the expression SAR= C / m, where  = ͉͑dT / dt͉͒ t→0 is the initial slope. This procedure can lead to unknown errors in the determination of  and, therefore, to incorrect SAR values, if the initial thermal losses are not negligible, or if there is not a homogeneous temperature distribution across the sample, facts that are not easy to infer in practice.In this letter, we report accurate SAR measurements using an adiabatic magnetothermal setup, 17 in which the sample undergoes only a weak net heat exchange with the surroundings, overcoming the previous limitations. In such conditions, the generated hea...