This letter presents a new technique to construct high-rate convolutional c
odes using a structure formed by a high-rate block code and a simpler convo
lutional code. The goal is to obtain good convolutional codes in terms of f
ree distance and number of nearest neighbors, with better performance than
punctured codes. The obtained codes improve over the best known high-rate p
unctured codes with the same rate and memory in terms of both bit error pro
bability and computational decoding complexity.