Traditionally, the contact between the end-effector and the target is modeled as a parallel spring-damp model, which requires a time-consumed tuning of values of stiffness and damping factor and an extra force sensor fixed on the end-effector. The above drawbacks inspire the application of complementary problem to uniformly describe the unilateral contact for space robot. A dynamical equation of the space robot with unilateral contact is derived, and a numerical method is developed utilizing the Lemke algorithm. By numerical calculation of a planar 3 degree-of-freedom (DOF) manipulator fastened on a 3 DOF floating base, the effectiveness of the dynamical model is verified.
A non-invasive, high-efficient and low-cost fault attack is realized on FPGA-based cryptographic applications. Based on the setup failures in critical paths, faults are injected into the FPGA devices by lowering the supply voltage. Then the encryption key can be retrieved efficiently with an appropriate fault model. In the attack experiments, the full 128-bit key of AES is retrieved correctly with only 8 pairs of correct and faulty ciphertexts within a few minutes, by using a power supply and a personal computer, based on the FPGA platform.