* The temperature is given by * \f{align} * T = e / c_v * \f} */

* The temperature is given by * \f{align} * T = (\gamma - 1) / R (e + a \rho) * \f} */

* The temperature is given by * \f{align} * T = (e - q - p_\infty (1 / rho - b)) / c_v * \f} */

* The temperature is given by * \f{align} * T = 0 * \f} */

* Variant of above function operating on a contiguous range of * values. The result is stored in the first argument @p T, * overriding p

* The temperature is given by * \f{align} * c_v T = e + q_0 - 1 / \rho_0 * (A / R_1 * e^{(-R_1 \rho_0 / \rho)} * + B /

* The temperature is given by the formla (18) in reference. */

* Given a conserved state return a primitive state [rho, u_1, ..., u_d, * p] */

* Given a conserved state return a primitive state [rho, u_1, ..., u_d, * p] */

* Apply on a vector. */

* Destructor. */

* Desctructor */

* Destructor. Stops the timer. */

* Destructor */