The e^(-Td*s) portion of your model in the time domain is a time delay where y(t)=u(t-Td). Therefore you can cascade a "Transport Delay" block with a "Transfer Function" block to implement the H(s)=w*e^(-Td*s)/(s+w) portion of your transfer function.
The other insight required to implement this transfer function is to observe that C(s)=K/(1-H(s)) represents a positive feedback loop with H(s) being the feedback transfer function.
The image below shows how one would go about deriving the transfer function. First would be to evaluate the performance without the exponential/delay term (top model), breaking the transfer function up into an equivalent feedback loop based implementation (middle), and then by inserting the delay into the feedback path (bottom).