converts nicotinic acid adenine dinucleotide into NAD+

The reference is described in Cavanagh et al. (1996) page 176.

1H, 13C, and 15N backbone assignments and secondary structure for the 60.8 kD dimer of the NAD+ synthetase from Bacillus subtilis.

The NMRPipe system is a UNIX software environment of processing, graphics, and
analysis tools designed to meet current routine and research-oriented
multidimensional processing requirements, and to anticipate and accommodate
future demands and developments. The system is based on UNIX pipes, which allow
programs running simultaneously to exchange streams of data under user control.
In an NMRPipe processing scheme, a stream of spectral data flows through a
pipeline of processing programs, each of which performs one component of the
overall scheme, such as Fourier transformation or linear prediction. Complete
multidimensional processing schemes are constructed as simple UNIX shell
scripts. The processing modules themselves maintain and exploit accurate
records of data sizes, detection modes, and calibration information in all
dimensions, so that schemes can be constructed without the need to explicitly
define or anticipate data sizes or storage details of real and imaginary
channels during processing. The asynchronous pipeline scheme provides other
substantial advantages, including high flexibility, favorable processing
speeds, choice of both all-in-memory and disk-bound processing, easy adaptation
to different data formats, simpler software development and maintenance, and
the ability to distribute processing tasks on multi-CPU computers and computer
networks.

Delaglio, F., Grzesiek, S., Vuister, G.W., Zhu, G., Pfeifer, J., and Bax, A. (1995)
J. Biomol. NMR, 6, 277-293.

NMRPipe: a multidimensional spectral processing system based on UNIX pipes.

Garrett, D.S., Powers, R., Gronenborn A., and Clore, G.M. (1991)
J. Magn. Reson., 95, 214-220.

Journal of magnetic resonance (San Diego, Calif. : 1997)
A short recollection on the paper entitled "A common sense approach to peak picking in two-, three-, and four-dimensional spectra using automatic computer analysis of contour diagrams" by D.S. Garrett, R. Powers, A.M. Gronenborn, and G.M. Clore [J. Magn. Reson. 95 (1991) 214-220].

The initator methionine is present and is numbered "0" for consistency with the
numbering used in the previously published crystal structures.

Crystal Structure Of Nh3-Dependent Nad+ Synthetase From Bacillus Subtilis Complexed With One Molecule Atp, Two Molecules Deamid

Crystal Structure Of Nh3-Dependent Nad+ Synthetase From Bacillus Subtilis Complexed With One Molecule Amp, One Pyrophosphate Io

Crystal Structure Of Nh3-Dependent Nad+ Synthetase From Bacillus Subtilis Complexed With Two Molecules Deamido-Nad

Nh3-Dependent Nad+ Synthetase From Bacillus Subtilis Complexed With Amp-Cpp And Mg2+ Ions.

Nh3-Dependent Nad+ Synthetase From Bacillus Subtilis At 1 A Resolution

Crystal Structure Of Nh3-dependent Nad+ Synthetase From Bacillus Subtilis

Crystal Structure Of Nh3-Dependent Nad+ Synthetase From Bacillus Subtilis In Complex With Nad-Adenylate

spore outgrowth factor B [Bacillus subtilis]

NAD synthetase [Bacillus subtilis subsp. natto BEST195]

NAD synthetase [Bacillus subtilis BEST7613]

NAD synthetase [Bacillus subtilis BEST7003]

NAD synthetase [Bacillus subtilis Miyagi-4]

ammonium-dependent NAD+ synthetase [Bacillus subtilis subsp. subtilis str. 168]

NH(3)-dependent NAD(+) synthetase [Bacillus subtilis]

NH(3)-dependent NAD(+) synthetase [Bacillus sp.]

NAD+ synthetase [Bacillus subtilis subsp. subtilis str. RO-NN-1]

Ammonium-dependent NAD+ synthetase [Bacillus subtilis QB928]

NH(3)-dependent NAD(+) synthetase [Bacillus subtilis subsp. subtilis str. 168]

MULTISPECIES: NAD synthetase [Bacillales]

RecName: Full=NH(3)-dependent NAD(+) synthetase; AltName: Full=General stress protein 38; Short=GSP38; AltName: Full=Spore outg

1H, 13C, and 15N backbone assignments for the 60.8 kD dimer of the NAD+
synthetase from Bacillus subtilis

The spectrometer was equipped with a triple resonance probe with x, y, and z