... Biol. (2001) 212, 275 } 294 doi:10.1006/jtbi.2001.2375, available online at http://www.idealibrary.com on Light-triggered pH Banding Pro5le in Chara Cells Revealed with a Scanning pH Microprobe and its Relation to Self-Organization Phenomena A. A. BULYCHEV*, A. A. POLEZHAEV-, S. V. ZYKOV?A, T. YU. ... When exposed to light, internodal cells of Chara and Nitella develop a pattern of alternating acid and alkaline bands along the cell length (Spear et al., ... LIGHT-CONTROLLED PATTERNS FIG. ...
SUPERVISOR program User Guide SV version 0.24 Kornilov V., Shatsky N., Voziakova O. March 22, 2004 1 Contents 1 Basic principles 2 Comp onent programs 3 Writing the scenaria 4 Editing the SV configuration file 5 Starting the system A Command list for the communication of the system Sup ervisor A.1 Commands acknowledgment . ... Initialization should b e done b efore scenario starts execution of measurements i.e. b efore sending any commands implying the non-parked status of comp onents. ...
... 1.1 The investigation of thermal and excess noise in the high-Q mo des of all fused silica susp ension for the Advanced LIGO test masses. 1.2 The investigation of thermal and excess noise in the fused silica plates with multilayer reflective coating. ... But FDT may predict the values of thermal noise in thermal equilibrium only, not the so-called excess noise (of 11 fused silica block mirror fiber p in s levers Main load Figure A.1: Samples supp ort design non-thermal origin). ...
Influence of Hydrogen Bonding on the Properties of Water Molecules Adsorbed in Zeolite Frameworks A. V. LARIN, 1 2 1,2 D. N. TRUBNIKOV,1 D. P. VERCAUTEREN 2* Department of Chemistry, Moscow State University, Leninskie ... Belgium Received 3 May 2002; accepted 16 September 2002 DOI 10.1002/qua.10496 ABSTRACT: Three hydrated aluminosilicate frameworks-- LiABW , NaNAT, and BaEDI--are partly optimized with the periodic HartreeFock CRYSTAL95 code ... H atom. ...
INTRODUCTION TO SMOOTH MANIFOLDS by John M. Lee University of Washington Department of Mathematics John M. Lee Introduction to Smooth Manifolds Version 3.0 December 31, 2000 iv John M. Lee University of Washington Department of Mathematics Seattle, WA 98195-4350 USA lee@math.washington.edu http://www.math.washington.edu/~lee c 2000 by John M. Lee Preface This bo ok is an intro ductory graduate-level textbo ok on the theory of smo oth manifolds, for students who already have a solid acquaintance with general
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Acer A. assyriacum Pojark. = A. cinerascens A. barbinerve Maxim. 1868, Bull. Acad. Sci. Petersb. 12 : 27. Dist.: 1*, 5. A. campestre L. 1753, Sp. Pl. : 1055. Dist.: 1, 2. A. cappadocicum auct. = A. laetum A. cappadocicum subsp. mayrii (Schwer.) E. Murray = A. mayrii A. cappadocicum subsp. mono (Maxim.) E. Murray = A. mono A. caudatum subsp. ukurunduense (Trautv. & C.A. Mey.) E. Murray = A. ukurunduense A. cinerascens Boiss. 1846, Diagn. Pl. Orient. 6 : 29. Syn.: Acer assyriacum Pojark., A. monspessulanum