API Build-data JSON Resources
Theme

Choose how MSRBot.io looks on this device.

Preference is stored in this browser only.

Journal of the Society of Motion Picture Engineers ( Volume: 52, Issue: 5, May 1949)
[ACTIVE]

Zero-Shift Test for Determining Optimum Density in Variable-Width Sound Recording

Metadata

Publisher
SMPTE — White Plains, NY, USA
Doc Type
Journal Article
Content Type
Original Research
Abbreviated Title
J SMPE
Volume
52, No. 5, pp. 522–533
Abstract
In variable-width sound recording, the fidelity of the recorded wave form depends in part upon the sensitometric conditions to which the photosensitive materials are subjected. The well-known cross-modulation test is available for determining the optimum sensitometric conditions which result in minimum distortion. Another method of determining the optimum density under any given processing conditions, the zero-shift test, has been used for several years in the Kodak Research Laboratories. In this test, the average transmission of a high-frequency sine-wave track is compared with that of an unmodulated, unbiased track at the same image density, by means of a simple physical densitometer. At optimum density, where photographic distortion is minimum, these two transmissions are equal. Measurements at a single image density show directly whether that density lies above, below, or at the optimum. Optimum density thus determined is in good agreement with that found by the cross-modulation test. The equipment required is simple and only a small amount of film is needed. The zero-shift test is recommended for use in cases where the more extensive cross-modulation test is not believed to be justified.
Publication Date
1949-05-01
DOI
10.5594/J12488
ISSN
Print: 0097-5834
Link
https://doi.org/10.5594/J12488
Author(s)
C. H. EvansEastman Kodak Company, Rochester, New York
R. C. LovickEastman Kodak Company, Rochester, New York
Copyright
© 1949 Society of Motion Picture and Television Engineers, Inc.

Bibliographic Reference(s)

Source Data (JSON)

Full registry record with provenance metadata. Open directly: /api/doc/10.5594-J12488.json

Reference Tree

Explore all references and references to this document, as a navigable tree.

Open Reference Tree
Reference this Doc

Plain text (ISO 690 compliant)

Preview:
C. H. Evans and R. C. Lovick; Zero-Shift Test for Determining Optimum Density in Variable-Width Sound Recording, Journal of the Society of Motion Picture Engineers ( Volume: 52, Issue: 5, May 1949); SMPTE, 1949. Available at https://doi.org/10.5594/J12488
Snippet:
C. H. Evans and R. C. Lovick; Zero-Shift Test for Determining Optimum Density in Variable-Width Sound Recording, Journal of the Society of Motion Picture Engineers ( Volume: 52, Issue: 5, May 1949); SMPTE, 1949. Available at https://doi.org/10.5594/J12488

HTML (ISO 690 compliant)

Preview:
C. H. Evans and R. C. Lovick; Zero-Shift Test for Determining Optimum Density in Variable-Width Sound Recording, Journal of the Society of Motion Picture Engineers ( Volume: 52, Issue: 5, May 1949); SMPTE, 1949. Available at https://doi.org/10.5594/J12488
Snippet:
<span class="citation">C. H. Evans and R. C. Lovick; <cite>Zero-Shift Test for Determining Optimum Density in Variable-Width Sound Recording</cite>, Journal of the Society of Motion Picture Engineers ( Volume: 52, Issue: 5, May 1949); SMPTE, 1949. Available at <a href="https://doi.org/10.5594/J12488" target="_blank" rel="noopener">https://doi.org/10.5594/J12488</a></span>

SMPTE Icon SMPTE's HTML Pub

Preview:
C. H. Evans and R. C. Lovick; Zero-Shift Test for Determining Optimum Density in Variable-Width Sound Recording, Journal of the Society of Motion Picture Engineers ( Volume: 52, Issue: 5, May 1949); SMPTE, 1949
doi: 10.5594/J12488
url: https://doi.org/10.5594/J12488
Snippet:
<li>
C. H. Evans and R. C. Lovick; <cite id="bib-10-5594-j12488">Zero-Shift Test for Determining Optimum Density in Variable-Width Sound Recording</cite>, Journal of the Society of Motion Picture Engineers ( Volume: 52, Issue: 5, May 1949); SMPTE, 1949
<span class="doi">10.5594/J12488</span>
</li>