SUMMARYIn this paper we discuss the acquisition of sound field information from optical interference patterns detected by a CCD camera. Although noncontact measurements of wide-beamwidth sound fields based on diffraction techniques such as the Schlieren method yield projected images with high SN ratios, the problem is that sound field information is not projected correctly. In this work, the measurements were made using a Mach-Zehnder interferometer. Because interference measurements measure light that has passed through a real focus generated by the sound fields, these measurements have a clear advantage over methods like the Schlieren method, in that they create no points at which there is a mismatch between the received light and the diffraction spots. By using CCDs as two-dimensional time averaging detectors, wide-range sound fields can be acquired at high speeds. In these experiments, we estimated the optical phase excursion caused by the sound field over an interval along the sound axis from 0 to 25 mm using an ultrasonic wave transducer 8.0 mm in diameter, operating at 1.4 MHz, with a beamwidth of 7 mm. Because there were bands along the sound axis within which our computational algorithm was unable to provide estimated values for the phase deviation, we augmented our primary data set with three other data sets obtained by shifting the phase of the reference light used to generate the interference pattern in the primary measurement by +0.20 π, +0.48 π, +0.94 π (rad), and combining the resulting data sets to interpolate through the gaps in the primary data set, thereby realizing a continuous estimate along the whole sound axis. In this continuous estimate, the data we used to interpolate the primary data set came mostly from the interference pattern whose phase relative to the first measured pattern was in the neighborhood of π/2 rad. By averaging the four estimate results together, we were able to decrease the percentage of no-data sectors over the entire range 2%. The estimated phase deviation was a gradually decreasing function with distance, starting with a value of about 0.7π rad.