The analytical description of a superconducting qubit strongly coupled to a resonator with a thermal reservoir
is given. Link between nonlocality and entanglement is investigated, they can be manipulated and controlled
by any change in the thermal reservoir parameters. According to the Peres conjecture: if the state has
negative partial transposition, then the violation of Bell's inequality occurs. Under the effect of thermal noise,
the negative partial transposition is transformed to positive. Therefore, the state shows the phenomenon of
sudden death of both entanglement and nonlocality.