In this paper, we propose a noisy and dynamic-Index Partitioned Modulation (IPM) to secure a Quadrature Amplitude Modulation (QAM) constellation transmission over a non-degraded wiretap channel. The QAM is partitioned into multiple disjoint subsets that are separately indexed by a dynamic key, known at the transmitter (Alice) and the legitimate receiver (Bob), but not at the eavesdropper (Eve). The proposed IPM maps the information bits into multiple coded sequences, each one lying in a different partition of the QAM constellation space. This mapping is performed through a cross-bit labeling, that we define to increase the confusion at the eavesdropper, while minimizing the Bit Error Rate (BER) at the legitimate receiver. As the eavesdropper is not aware of the dynamic index pointing to the different partitions, the IPM creates larger Voronoï detection zones around Bob’s symbol compared to Eve. To induce further confusion at Eve, we inject random uniform noise into IPM symbols. The noise varies in a domain that is fully included in Bob’s larger detection zone, but it exceeds Eve’s detection zone. The performances of the noisy IPM scheme in terms of error rate and secrecy rate are analytically and numerically evaluated. Our results show that the IPM scheme creates on the Eavesdropper’s link an error floor, independently of its Signal-to-Noise Ratio (SNR). However, the IPM scheme preserves the legitimate link, for which the BER decreases as the SNR increases. Indeed, the secrecy rate remains positive for all SNR values and achieves an asymptotical constant plateau value.