Future planetary exploration requires spacecraft to land softly on rough terrain and in severe environments. Since conventional landing methods have problems such as high rebounds and excessive resource consumption, the baseextension separation mechanism, which combines springs and separable units, is proposed as a novel landing mechanism. Although the mechanism performed good soft landings, the performance evaluation was limited. Therefore, this study evaluated its performance multilaterally. The proposed technology was analytically compared with two other landing technologies: a generalized-hybrid momentum exchange impact damper and an aluminum foam landing gear. The proposed technology suppressed rebound and acceleration better than the generalized momentum exchange impact damper. Once the components of the proposed technology had been lightened, its energy conversion efficiency matched that of the aluminum foam landing gear. In addition, experiments were conducted using small-scale models to confirm the feasibility. The experiments showed that the proposed technology has good soft landing performance, matching the results of the simulations. Finally, design optimization was discussed for further performance improvements. It was clarified that both the spring stroke and the pre-tension length of the spring should be large. Optimizing the design of the spring improved its performance and compensated for its disadvantages.Nomenclature a = initial compression of L-spring in generalized-hybrid momentum exchange impact damper model, m c f = viscous damping coefficient between masses and surface of the ground, N · s∕m c f;2 = viscous damping coefficient between base and surface of the ground, N · s∕m c f;3 = viscous damping coefficient between upper gear and surface of the ground, N · s∕m c l = viscous damping coefficient between base and linear guide in base-extension separation mechanism model, N · s∕m d = stretched length of spring at t equal to T 2 , m E g = energy absorbed by ground damping, J E loss = energy increment of base caused by separation delay, J E 0 = initial energy of base-extension separation mechanism system, J F = maximum force of actuator in generalized-hybrid momentum exchange impact damper model, N f 1 = initial tension of spring in practical base-extension separation mechanism model (upper part of the spring), N f 2 = initial tension of spring in practical base-extension separation mechanism model (lower part of the spring), N Gs = transfer function of second-order low-pass Butterworth filter g = gravitational acceleration, m∕s 2 h r = maximum rebound height of base, m h 0 = initial fall height of base, m k f = stiffness between masses and surface of the ground, N∕m k f;2 = stiffness between base and surface of the ground, N∕m k f;3 = stiffness between gear and surface of the ground, N∕m k g = stiffness between gear and surface of the ground in practical base-extension separation mechanism model, N∕m k l = stiffness of L-spring in generalized-hybrid momentum exchange impact damper model, N∕m ...