Hidden　hyperchaotic　attractors　can　be　generated　with　three　positive　Lyapunov　exponents　in　the　proposed　5D　hyperchaotic　Burke-Shaw　system　with　only　one　stable　equilibrium.　To　the　best　of　our　knowledge,　this　feature　has　rarely　been　previously　reported　in　any　other　higher-dimensional　systems.　Unidirectional　linear　error　feedback　coupling　scheme　is　used　to　achieve　hyperchaos　synchronisation,　which　will　be　estimated　by　using　two　indicators:　the　normalised　average　root-mean　squared　synchronisation　error　and　the　maximum　cross-correlation　coefficient.　The　5D　hyperchaotic　system　has　been　simulated　using　a　specially　designed　electronic　circuit　and　viewed　on　an　oscilloscope,　thereby　confirming　the　results　of　the　numerical　integration.　In　addition,　fractional-order　hidden　hyperchaotic　system　will　be　considered　from　the　following　three　aspects:　stability,　bifurcation　analysis　and　FPGA　implementation.　Such　implementations　in　real　time　represent　hidden　hyperchaotic　attractors　with　important　consequences　for　engineering　applications.