冰草的远缘杂交及杂种分析

蒙古冰草隶属于冰草属的二倍体种，原产于内蒙古。航道冰草是从北美引进的栽培品种隶属于扁穗冰草种，亦为二倍体种，为了将蒙古冰草的优良抗性基因和航道冰草的优良品质基因相结合，进行二倍体种间的远缘杂交。杂种Ｆ１全部为二倍体，其形态学特征介于双亲之间。杂种Ｆ１ ＰＭＣ ＭⅠ的染色体平均配对构型为：２．０９Ⅰ，４．８６Ⅱ，０．４８Ⅲ，０．２４Ⅳ及０．２９Ⅴ。     

陕北黄土丘陵区撂荒演替研究一撂荒演替序列

用系统聚类法划分陕北黄土丘陵区撂荒地的次生演替阶段，可以定量的认识不同年限、立地条件下撂荒地群落的相似性，结合DCA数量排序确定撂荒地的演替阶段或序列。其撂荒演替的各阶段分别为：一年生杂类草猪毛蒿（Artemisia scoparia）＋其它杂类草群丛→一年生杂类草猪毛蒿群丛→一年生杂类草猪毛蒿＋多年生草种或小灌木的共优群丛一根茎禾草冰草（Agropyroncristatum）群丛→多年生草本或丛生禾草＋一年生杂类草群丛→多年生草本群丛→小灌木达乌里胡枝子（Lespedeza davurica）群丛→多年生草本＋小灌木或密丛型禾草群丛→短根茎密丛型禾草白羊草（Bothriochloa ischaemum）群丛。     

山羊ACSS2基因的克隆、序列分析及组织表达研究

本研究旨在对山羊乙酰辅酶A合成酶2（acetyl-CoA synthetase 2,ACSS2）基因进行克隆和生物信息学分析,并检测其在山羊不同泌乳时期乳腺组织中的表达量变化。以山羊乳腺组织RNA为模板,采用RT-PCR方法扩增并克隆山羊ACSS2基因完整CDS区序列,对测序结果进行生物信息学分析,并对ACSS2基因在山羊不同泌乳时期乳腺组织中的表达量进行分析。结果显示,山羊ACSS2基因CDS区序列长2 106 bp,编码701个氨基酸;山羊ACSS2基因与牛、马、人、犬、猪、小鼠和鸡的同源性分别为97.8%、92.0%、91.3%、91.3%、91.1%、88.1%和73.3%。蛋白理化性质分析结果表明,ACSS2蛋白分子质量为78.72 ku,理论等电点为6.03,属于酸性蛋白;跨膜结构和信号肽分析表明,ACSS2蛋白不含跨膜结构和信号肽;结构域分析表明,该蛋白含有1个乙酰辅酶A合成酶N端结构域。亚细胞定位分析结果表明,该蛋白主要分布在内质网（44.4%）、线粒体（33.3%）、细胞质（11.1%）和细胞核（11.1%）中。蛋白质结构预测发现ACSS2蛋白含有α-螺旋（29.10%）、延伸链（21.54%）、β-转角（9.84%）及无规则卷曲（39.52%）。实时荧光定量PCR分析结果表明,ACSS2基因在不同泌乳时期均有表达,其中在泌乳中期表达量最高,在干奶期表达量最低。本试验结果为进一步研究山羊ACSS2基因在脂质代谢过程中的功能及转录调控机制提供了参考。     

Cloning of Buffalo AQP9 Gene and Analysing its Expression in the Buffalo Tissues

Cloning buffalo AQP9 gene and analyzing its expression in buffalo tissues.A pair of primers was designed according to the released bovine AQP9 sequences in GenBank,which was used to clone buffalo AQP9 gene.The AQP9 gene was amplified by RT-PCR,whose nucleotide sequence and protein structure were analyzed by bioinformatics methods.The expression of AQP9 in buffalo tissues was assayed by Real-time quantitative PCR.The expression of AQP9 gene in buffalo ovary and testis tissue was detected by immunohistochemical staining method.The results showed that the cloned ORF length of buffalo AQP9 gene was 888 bp,which coded 295 amino acids.The results of multiple sequence comparison showed that the nucleotide sequence of buffalo AQP9 shared 99%,90%,97% and 88% homologeous compared with that of Bos taurus,Sus scrofa,Ovis ariessis and Homo sapiens,respectively,while shared 99%,86%,97%,83% homologeous for amino acids,respectively.Phylogenetic tree analysis indicated that AQP9 gene was highly conservative in the evolutionary process.Real-time quantitative PCR results showed that AQP9 gene expressed in buffalo liver,lung,brain,skin,testis and ovary tissues with different levels,had the most abundant expression in liver,followed by in skin and testis,less observed in lung and ovary.The results of immunohistochemical staining showed that the expression of AQP9 protein varied with the development of buffalo ovarian tissue,and gradually enhanced with follicle development.In testicular tissue,AQP9 protein expressed in spermatocyte and leydig cells of developmental stage testis.These results indicated that we had successfully cloned buffalo AQP9 gene sequences.The expression and its function of AQP9 in buffalo ovaries and testes might play an important role in follicle development and spermatogenesis.     

日本结缕草ZjNAC1的克隆、转录激活活性、亚细胞定位及表达分析

采用RACE技术从日本结缕草中克隆得到ZjNAC1转录因子(GenBank No. MH428376),其开放阅读框为945bp,编码314个氨基酸。ZjNAC1编码的蛋白在N端有1个典型的NAM保守结构域,属于NAC转录因子家族。通过染色体步移的方法,获得ZjNAC1基因ATG上游1635bp序列,分析发现其包含响应脱落酸(ABA)、茉莉酸甲酯(MeJA)及逆境胁迫的作用元件。构建pGBKT7-ZjNAC1载体,转化Y2HGold酵母感受态细胞,发现ZjNAC1具有转录激活活性。农杆菌介导的35S-ZjNAC1-YFP载体注射本生烟草叶片瞬时表达结果显示,ZjNAC1定位于细胞核。实时荧光定量结果表明,ZjNAC1在日本结缕草根中表达量最高;此外,ZjNAC1的表达受10μmol/L MeJA和20%PEG4000处理的诱导,但受200μmol/L乙烯(ET)、10μmol/L ABA和300mmol/L NaCl处理的抑制。     

鹿源狂犬病野毒8202株基因型的研究

为了从基因水平确定鹿源狂犬病野毒8202株与其它狂犬病病毒的进化关系,应用RT-半嵌套式PCR技术,利用3条引物对病毒的核蛋白基因进行扩增、克隆及序列测定,并与已发表的狂犬病病毒株3aG、PV、CVS、HEP-Flury、RC-HL、Nishigahara、SADB19的核蛋白基因进行了比较分析。结果表明,8202株与其它7个病毒株均来源于同一个进化枝,属于基因Ⅰ型。     

青海黄牛血清运铁蛋白多态性研究

采用聚丙烯酰胺凝胶电泳法对１００头青海黄牛的血清运铁蛋白多态性进行了研究。结果发现：青海黄牛血清运铁蛋白位点存在ＴＦ￣Ａ，ＴＦ￣Ｂ，ＴＦ￣Ｄ１，ＴＦ￣Ｄ２，ＴＦ￣Ｆ，ＴＦ￣Ｅ６个等位基因，总共构成１３个基因型。与国内１２个品种黄牛的遗传距离和聚类分析表明，青海黄牛与蒙古牛的亲缘关系最近（Ｄｍ＝０．１１７８）。     

苇状羊茅EST-SSR标记在草甸羊茅和多年生黑麦草的通用分析

草甸羊茅(Festuca pratensis Huds)和多年生黑麦草(Lolium perenne Lam)均是禾本科、多年生草本植物,是优良的牧草和草坪草.本研究采用40对苇状羊茅(Festuca arundinacea Schred)的表达序列标签-简单序列重复(Expressed sequence tags-s...     

Microsoft Excel sensitivity analysis for linear and stochastic program feed formulation

Sensitivity analysis is a part of mathematical programming solutions and is used in making nutritional and economic decisions for a given feed formulation problem. The terms shadow price and reduced cost are familiar linear program (LP) terms to feed formulators. Because of the nonlinear nature of stochastic programming (SP), different methods and terminology are used to define shadow prices and reduced costs. The Lagrange multiplier is used instead of shadow price to describe marginal value of nutrients. Reduced gradient is used instead of reduced cost to describe the price at which ingredients not used in the formulation would be included in the solution. A spreadsheet feed problem was set up with 11 ingredients and 11 constraints. The LP and SP solutions were determined using the Excel Solver algorithm. Two problems compared LP and SP solutions at 50 and 69% probabilities for the protein constraint. All other constraints were held at a 50% probability. Results for the 50% probability comparison showed that the feed formulations, as expected, were the same for both LP and SP. Wheat was not included in the solution. The LP reduced cost and the SP reduced gradient for unused wheat were equivalent. The LP shadow prices and the SP Lagrange multipliers were equivalent. Results for the 69% probability problem showed a difference in the formulated rations. The LP reduced cost was $34.25 and the SP reduced cost was $34.52, showing the respective amounts that the cost of wheat would have to be reduced to be included in the solution. The shadow price and the Lagrange multiplier were $2.73 and $2.71, respectively, for the amount of increase in diet cost that could be expected by a unit of change in the protein requirement. Some differences in precision were noted with the results. A caveat is that, because of nonlinearity, sensitivity analysis for SP is valid only for the single point of the optimal solution.