This reported research features parameterised structured light imaging that is practically useful for detecting depth edges. Given input parameters such as the range of distances of an object from the camera/ projector and minimum detectable depth difference, the presented method is capable of computing an optimal pattern width and the number of structured light images that are needed to detect all depth edges in the specified range of distances that have at least the given detectable depth difference. Application of this parameter control to the detection of silhouette edges for visual hull reconstruction shows the effectiveness of the method.Introduction: Recently in [1], we presented parameterised structured light imaging for detecting depth edges where structured light with a pattern comprising black and white stripes of equal width is employed. The parameters involved are 'detectable range of depth edges, [a min , a max ], from the projector/camera', 'width of horizontal stripes, w', and 'minimum detectable depth difference, r min '. As can be seen in Fig. 1a, a max and r min are given as the input parameters, then the width w and a min are determined. Depth edges having depth difference of at least r min in the range of [a min , a max ] are guaranteed to be detected. However, awkwardly enough, a min is found at a later step from other parameters. Thus, setting the target range [a min , a max ] at the beginning is not within one's control. This makes it hard to apply the method in a real scenario, especially in a dynamic environment. In addition, when the foreground object point is located within the range [a max 2 r min , a max ], detection of depth edges of which depth difference is no less than r min is not simply feasible because depth difference between the object point and a max is less than r min .