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Name

dt2dv - convert a DTL text representation of a TeX DVI file to a binary DVI file

Synopsis

dt2dv [-debug] [-group] [-si] [-so] [input-DTL-file] [output-DVI-file]

In the absence of the -si and -so options, both file arguments are required in the order input-DTL-file output-DVI-file . But also see the OPTIONS section below. No default file extensions are supplied.

Description

dt2dv converts a text representation of a DVI file, usually produced by the companion dv2dt(1) utility, back to a binary DVI file. DTL (DVI Text Language) files can be edited, with care, and then restored to DVI form for processing by any DVI driver program. In DTL files, font directory names and font names are preceded by a length field, which must be updated if the names are modified.

dvitype(1) can also display a textual representation of DVI files, but in some implementations at least, it cannot be used in batch mode, and its output is not well-suited for conversion back to a DVI file.

The format of DVI files is fully described in Donald E. Knuth, : The Program, Addison-Wesley (1986), ISBN 0-201-13437-3, as well as in the dvitype(1) literate program source code. Brief descriptions of the DTL and DVI formats are given in dv2dt(1) .

Options

-debug
Turn on detailed debugging output.
-group
Expect each DTL command to be in parentheses.
-si
Read all DTL commands from standard input.
-so
Write all DVI commands to standard output.

See Also

dv2dt(1) , dvitype(1) , tex(1) .

Files

*.dvi
binary DVI file.
*.dtl
text representation of a DVI file in DVI Text Language format.

Author

dt2dv and dv2dt(1) were written by

Geoffrey Tobin 
 Department of Electronic Engineering 
 La Trobe University 
 Bundoora, Victoria 3083 
 Australia 
 Tel: +61 3 479 3736 
 FAX: +61 3 479 3025 
 Email: <G.Tobin@ee.latrobe.edu.au> 
  

These manual pages were written primarily by


Nelson H. F. Beebe, Ph.D. 
 Center for Scientific Computing 
 Department of Mathematics 
 University of Utah 
 Salt Lake City, UT 84112 
 Tel: +1 801 581 5254 
 FAX: +1 801 581 4148 
 Email: <beebe@math.utah.edu> 
  


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