In this paper, we study the von Neumann entropy of Hawking radiation S R for a d + 2dimensional Hyperscaling Violating (HV) black brane which is coupled to two Minkowski spacetimes as the thermal baths. We consider two different situations for the matter fields: First, the matter fields are described by a CF T d+2 whose central charge c is very large. Second, they are described by a d+2 dimensional HV QFT which has a holographic gravitational theory that is a HV geometry at zero temperature. For both cases, we calculate the Page curve of the Hawking radiation as well as the Page time t Page . For the first case, S R grows linearly with time before the Page time and saturates after this time. Moreover, t Page is proportional to 2S th cT , where S th and T are the thermal entropy and temperature of the black brane. For the second case, when the hyperscaling violation exponent θ m of the matter fields is zero, the results are very similar to those for the first case. However, when θ m = 0, the entropy of Hawking radiation grows exponentially before t Page and saturates after this time. Furthermore, the Page time is proportional to log 1 GN,r , where G N,r is the renormalized Newton's constant. It was also observed that for both cases, t Page is a decreasing and an increasing function of the dynamical exponent z and hyperscaling violation exponent θ of the black brane geometry, respectively. Moreover, for the second case, t Page is independent of z m , and for θ m = 0, it is a decreasing function of θ m .