{"title":"Investigation of Interactional Behavior of some Biologically Important Compounds by a Quantitative Method","authors":"Khadem Sadigh Mahsa","doi":"10.19080/jojs.2018.01.555568","DOIUrl":null,"url":null,"abstract":"During the last decades, the community needs for understanding of chemical structure and activity of various groups of drug molecules have been as an important challenge. It is interesting to know that recently scientists have developed the applicable analytical methods such as different types of spectroscopic technique [1-5] to study the unique characteristic of biologically important compounds. There is no doubt that provide of a proper method can give a precise information of complex molecular details. This is vital in disease diagnosis and design of pharmacologically and biological important compounds. In laboratory condition, the experimental researches and naturally occurring phenomena are usually used in solution state. Under this circumstance, solvent molecules have profound effects on the behavior of solute molecules in various biological, chemical and physical phenomena. In general, solvent sensitive processes are acquired from various molecular interactions, these includes general and specific solute-solvent interactions. Solvent induced effects are commonly discussed by their polarity and solvatochromic parameters [6-10]. The nature and strength of various molecular interactions cannot exactly have described by single solvent polarity parameters. Hence, multi-linear solvent polarity parameters known as Catalan equation (equation 1) are used [6]. 0 ' ' ' ' y y a SA b Sdp c SA d SB = + + + + (2)","PeriodicalId":345283,"journal":{"name":"JOJ Sciences","volume":"5 1","pages":"0"},"PeriodicalIF":0.0000,"publicationDate":"2018-08-02","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"0","resultStr":null,"platform":"Semanticscholar","paperid":null,"PeriodicalName":"JOJ Sciences","FirstCategoryId":"1085","ListUrlMain":"https://doi.org/10.19080/jojs.2018.01.555568","RegionNum":0,"RegionCategory":null,"ArticlePicture":[],"TitleCN":null,"AbstractTextCN":null,"PMCID":null,"EPubDate":"","PubModel":"","JCR":"","JCRName":"","Score":null,"Total":0}
引用次数: 0
Abstract
During the last decades, the community needs for understanding of chemical structure and activity of various groups of drug molecules have been as an important challenge. It is interesting to know that recently scientists have developed the applicable analytical methods such as different types of spectroscopic technique [1-5] to study the unique characteristic of biologically important compounds. There is no doubt that provide of a proper method can give a precise information of complex molecular details. This is vital in disease diagnosis and design of pharmacologically and biological important compounds. In laboratory condition, the experimental researches and naturally occurring phenomena are usually used in solution state. Under this circumstance, solvent molecules have profound effects on the behavior of solute molecules in various biological, chemical and physical phenomena. In general, solvent sensitive processes are acquired from various molecular interactions, these includes general and specific solute-solvent interactions. Solvent induced effects are commonly discussed by their polarity and solvatochromic parameters [6-10]. The nature and strength of various molecular interactions cannot exactly have described by single solvent polarity parameters. Hence, multi-linear solvent polarity parameters known as Catalan equation (equation 1) are used [6]. 0 ' ' ' ' y y a SA b Sdp c SA d SB = + + + + (2)
在过去的几十年里,人们需要了解各种药物分子的化学结构和活性,这是一个重要的挑战。有趣的是,近年来,科学家们已经开发出适用的分析方法,如不同类型的光谱技术[1-5],以研究具有重要生物学意义的化合物的独特特性。毫无疑问,提供一种适当的方法可以提供复杂分子细节的精确信息。这在疾病诊断和药理学和生物学重要化合物的设计中是至关重要的。在实验室条件下,实验研究和自然现象通常采用溶液状态。在这种情况下,溶剂分子对溶质分子在各种生物、化学和物理现象中的行为有着深远的影响。一般来说,溶剂敏感过程是由各种分子相互作用获得的,这些相互作用包括一般和特定的溶质-溶剂相互作用。溶剂诱导效应通常通过极性和溶剂致变色参数来讨论[6-10]。各种分子相互作用的性质和强度不能用单一溶剂极性参数来精确描述。因此,采用多线性溶剂极性参数,即加泰罗尼亚方程(式1)[6]。0 ' ' ' ' y y a SA b Sdp c SA d SB = + + + + (2)