Big Chemical Encyclopedia

Chemical substances, components, reactions, process design ...

Articles Figures Tables About

Douglas space

Test Method Mass Spectrometry and Calibrated Standard Gas Leaks Developed by McDonnell Douglas Space Systems Company Chemistry Laboratory ... [Pg.396]

Most of the uterus is covered by peritoneum (Fig. 3.5). The peritoneum contributes only little support but ensures adequate mobility of the uterus relative to the urinary bladder and rectum, which is necessary to adj ust to the variation in bladder filling and especially during pregnancy. The peritoneum extends from the roof of the urinary bladder to the anterior uterine wall, forming the vesicouterine pouch in between. Below this fold, there is the vesicouterine ligament. The posterior peritoneal coat of the uterus extends downward to form the rectouterine pouch (Douglas space) that reaches to the level of the posterior vaginal fornix and from there extends to cover the anterior rectal wall. [Pg.38]

If not otherwise stated the four-component Dirac method was used. The Hartree-Fock (HF) calculations are numerical and contain Breit and QED corrections (self-energy and vacuum polarization). For Au and Rg, the Fock-space coupled cluster (CC) results are taken from Kaldor and co-workers [4, 90], which contains the Breit term in the low-frequency limit. For Cu and Ag, Douglas-Kroll scalar relativistic CCSD(T) results are used from Sadlej and co-workers [6]. Experimental values are from Refs. [91, 92]. [Pg.190]

All calculations are scalar relativistic calculations using the Douglas-Kroll Hamiltonian except for the CC calculations for the neutral atoms Ag and Au, where QCISD(T) within the pseudopotential approach was used [99], CCSD(T) results for Ag and Au are from Sadlej and co-workers, and Cu and Cu from our own work, using an uncontracted (21sl9plld6f4g) basis set for Cu [6,102] and a full active orbital space. [Pg.193]

A fascinating guide into the history and modern uses of the inert gases, including their new, little-known ability to combine.) bottley, e. p., Rocks and Minerals, G. P. Putnams Sons, New York, 1969 (An advanced book, with beautifully colored pictures of elements and compounds as they are found in nature.) fisher, douglas a., Steel from the Iron Age to the Space Age, Harper and Row, New York, Evanston, and London, 1967 (The story of steel, and the men who made it.) newcomb, ellsworth and kenny, hugh, Miracle Metals, G. P. Putnam s Sons, New York, 1962... [Pg.89]

Additionally, our data suggest that Douglas-flr may reduce the risk of damage to new tissue through escape In time. In Montana, trees which burst bud later In the growing season suffered less damage from budworm. This Is consistent with theory which suggests that unpredictability In space... [Pg.15]

Byrd. N. R. "Space Cabin Atmosphere Contaaiinat Detection Techniques" Douglas Report SM-48446-F (Contract NAS 21-15) NTIS Springfield, VA, 1968. [Pg.175]

A new generation of linear ion trap mass spectrometers has been developed and exhibits increased performance compared to traditional three-dimensional (3D) ion traps (Hopfgartner et al., 2003 Douglas et al., 2005). A further evolution of the triple-quadrupole family and ion trap class of instruments is the production of the hybrid triple-quadrupole/linear ion trap (QQQ/LIT) platform. Hybrid instruments of this nature allow for operation in space and not just in time when performing MS/MS analysis. This feature allows for increased performance compared to classical ion traps. A powerful combination possible on a hybrid LIT/QQQ instrument is the ability to use highly sensitive and selective precursor ion, constant neutral loss, and multi-MRM as a survey scan for dependent LIT MS/MS. Compared to a simple MS experiment, these comprehensive triple-quadrupole and LIT modes can be more complex to setup. [Pg.124]

Gary KA, Winokur A, Douglas SD, Kapoor S, Zaugg L, Dinges DF. Total sleep deprivation and the thyroid axis effects of sleep and waking activity. Aviat Space Environ Med 1996 67 513-519. [Pg.513]

In 1924, the Russian astronomer Numerov (transliterating his own name as Noumerov), published a paper [421] in which he described some improvements in approximations to derivatives, to help with numerical simulations of the movement of bodies in the solar system. His device has been adapted to the solution of pdes, and was introduced to electrochemistry by Bieniasz in 2003 [108]. The method described by Bieniasz is also called the Douglas equation in some texts such as that of Smith [514], where a rather clear description of the method is found. With the help of the Numerov method, it is possible to attain fourth order accuracy in the spatial second derivative, while using only the usual three points. The first paper by Bieniasz on this method treated equally spaced grids, and was followed by another on unequally spaced grids [107], The method makes it practical to use higher-order time derivative approximations without the complications of, say, the (6,5)-point scheme described above, which makes the solution of the system of equations a little complicated (and computer time consuming). [Pg.160]

Weak baits will attract few or no insects when low-density populations prevail, because of the bait s small active-space of attractiveness. Captures go up when pest numbers increase, simply because the increased numbers in flight increase the probability that some will intercept the active space of the monitoring traps. This approach to population monitoring has been successful as an early-warning system against approaching outbreaks of Douglas-fir tussock moth (Table IV). [Pg.251]

This research was supported by the Intramural Research Program of the NIH and NIDDK. The critical review of this article by John Funder (Prince Henry s Institute of Medical Research, Australia), William Pratt (University of Michican Medical School), Brad Thompson (University of Texas Medical Branch, Galveston), Douglas Forrest (NIH), members of the Steroid Hormones Section, NIDDK/NIH, and the referees is greatly appreciated. We regret that space constraints prevented mentioning many other excellent and informative studies. [Pg.1740]

Douglas, J. Rachford, H.H. On the numerical solution of heat conduction problems in two and three space variables. Trans. Amer. Math. Soc. 82 (1956) 421-439... [Pg.659]

Douglas, J. Alternating direction methods for three space variables. Numer. Math. 4 (1962) 41-63... [Pg.659]

It is clear from Ho that the Douglas-Kroll transformation makes use of a model space of relativistic free-particle spinors, and that it is defined by a perturbative expansion with the external potential as perturbation. Indeed, using the formulas given above, we get the familiar expressions for the second-order Douglas-Kroll-transformed Dirac operator, which is often dubbed Douglas-Kroll-Hess (DKH) operator... [Pg.95]


See other pages where Douglas space is mentioned: [Pg.175]    [Pg.175]    [Pg.140]    [Pg.346]    [Pg.122]    [Pg.32]    [Pg.81]    [Pg.251]    [Pg.35]    [Pg.119]    [Pg.411]    [Pg.221]    [Pg.25]    [Pg.116]    [Pg.295]    [Pg.169]    [Pg.209]    [Pg.247]    [Pg.86]    [Pg.215]    [Pg.50]    [Pg.221]    [Pg.15]    [Pg.911]    [Pg.258]   
See also in sourсe #XX -- [ Pg.38 ]




SEARCH



Douglas

© 2024 chempedia.info