نتایج جستجو برای: tiller a2

تعداد نتایج: 26749  

Journal: :Symmetry 2023

For given positive integers a1,a2,⋯,ak with gcd(a1,a2,⋯,ak)=1, the denumerant d(n)=d(n;a1,a2,⋯,ak) is number of nonnegative solutions (x1,x2,⋯,xk) linear equation a1x1+a2x2+⋯+akxk=n for a integer n. p, let Sp=Sp(a1,a2,⋯,ak) be set all n’s such that d(n)>p. In this paper, by introducing p-numerical semigroup, where N0\Sp finite, we give explicit formulas p-Frobenius number, which maximum N0\S...

پایان نامه :وزارت علوم، تحقیقات و فناوری - دانشگاه تبریز - دانشکده علوم طبیعی 1391

چکیده: توده گرانیتی a-type شرق میشو در 60 کیلومتری شمال غربی تبریز و جنوب شرقی مرند رخنمون دارد که در امتداد گسل شمالی میشو در 247 میلیون سال پیش به درون سازند کهر تزریق شده است. این توده با رنگ های صورتی تا خاکستری حاوی کانی های فلسیک شامل کوارتز، فلدسپار پتاسیک و پلاژیوکلاز و کانی های مافیک شامل آمفیبول و بیوتیت می باشد. بافت های گرانولار دانه درشت تا دانه متوسط، پرتیت، میرمیکیت، راپاکیوی و...

2011
Jianmin Gao Yongchao Jin

A virtual prototype of oblique rotary tilling based on SPH(Smooth Particle Hydrodynamics) was developed. Digital simulation and field test of oblique rotary tilling were conducted. The digital simulation suggested that soil mainly was torn to failure during oblique rotary tilling. Therefore, oblique rotary tilling could save energy. The given power consumption comparison of digital simulation a...

2015
Jin Liu Jiayu Wang Xiaoyun Yao Yu Zhang Jinquan Li Xiaoxue Wang Zhengjin Xu Wenfu Chen

Chlorophyll content is one of the most important traits controlling crop biomass and economic yield in rice. Here, we isolated a spontaneous rice mutant named thermo-sensitive chlorophyll deficit 1 (tscd1) derived from a backcross recombinant inbred line population. tscd1 plants grown normally from the seedling to tiller stages showed yellow leaves with reduced chlorophyll content, but showed n...

Journal: :Journal of experimental botany 2010
J B Evers J Vos X Yin P Romero P E L van der Putten P C Struik

Intimate relationships exist between form and function of plants, determining many processes governing their growth and development. However, in most crop simulation models that have been created to simulate plant growth and, for example, predict biomass production, plant structure has been neglected. In this study, a detailed simulation model of growth and development of spring wheat (Triticum...

2017
J. Hyles S. Vautrin F. Pettolino C. MacMillan Z. Stachurski J. Breen H. Berges T. Wicker W. Spielmeyer

The tiller inhibition gene (tin) that reduces tillering in wheat (Triticum aestivum) is also associated with large spikes, increased grain weight, and thick leaves and stems. In this study, comparison of near-isogenic lines (NILs) revealed changes in stem morphology, cell wall composition, and stem strength. Microscopic analysis of stem cross-sections and chemical analysis of stem tissue indica...

2017
Xiu-Zhang Li Mei-Ling Song Xiang Yao Qing Chai Wayne R. Simpson Chun-Jie Li Zhi-Biao Nan

The interactive effects of asexual Epichloë (formerly known as Neotyphodium) endophytes isolated from Hordeum brevisubulatum, Elymus tangutorum and Achnatherum inebrians, and seed-borne fungi on Elymus sibiricus seeds, were determined by an in vitro study using supernatants from liquid cultures of the endophyte strains. In an 8 week greenhouse study, the effects on the seedlings growth was meas...

2004
Andrea M. Silletti Alan K. Knapp John M. Blair

We examined the role of interspecific competition in the regulation of abundance and coexistence of the dominant grasses in tallgrass prairie using a removal experiment with Andropogon gerardii Vitman and Sorghastrum nutans L. Nash, two of the most abundant grasses in tallgrass prairie. Plant removal treatments (using foliar herbicide), applied to 0.3-m2 plots at the Konza Prairie Biological St...

2003
Chao-Chung Chang Meng-Hua Chang Chen-Wei Hsu Wen-Yao Chen

12. Let ax + by = 0, a, b ∈ R and a + b 6= 0 be a fixed line in R through the origin. We know u = ( −b √ a2+b2 , a √ a2+b2 ) is a point on line ax + by = 0 and v = ( a √ a2+b2 , b √ a2+b2 ) is a unit vector orthogonal to ( −b √ a2+b2 , a √ a2+b2 ). Thus the set B = {( −b √ a2+b2 , a √ a2+b2 ), ( a √ a2+b2 , b √ a2+b2 )} is an orthonormal basis for R. To find the reflection T (x, y) of (x, y) wi...

Journal: :Publications De L'institut Mathematique 2023

Let A be a factor von Neumann algebra and ? preserve n-tuple new product derivations on A, that is, for every A1,A2,... ,An ?(A1 A2 ?...? An) = ?(A1) An + A1 ?(A2) ?... ... ?(An) where Ai ?Aj A*iAj ?A*jAi i,j N, then is additive *-derivation, the condition ?(?I/2) self-adjoint operator {1,i}.

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