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3
化学系推出的《化学与探索》课程,涉及到无机化学、分析化学、物理化学以及材料科学等相关领域。将材料、考古
检测、化妆品护肤等日常生活中的现象和事物以化学角度进行科学分析。将化学科学知识、研究方法与技术以及其中的科
学思想融入到课程之中。让学生走进化学世界,感受化学魅力。
Chemistry and Discovery course from Department of Chemistry relates to inorganic, analytical and physical
chemistry, material science, etc. Phenomena and matter in everyday life, such as materials, astronomy, geography,
archaeological testing, cosmetics and skin care, have been explored in a chemistry way. This course introduces
chemical principles, methods, techniques and thinking, and opens an attractive chemistry world.
培养学生的科学素养,观察能力、思维能力、创新能力,让学生体会科学探究的过程。让学生了解化学、认识化学、
喜欢化学、学好化学。
After completing this course, students should master scientific literacy, observation ability, thinking
ability, and innovation ability. Through scientific exploration, students should learn chemistry, like chemistry,
and look forward to studying chemistry well.
课程内容及教学日历 (如授课语言以英文为主,则课程内容介绍可以用英文;如团队教学或模块教学,教学日历须注明
主讲人)
Course Contents (in Parts/Chapters/Sections/Weeks. Please notify name of instructor for course section(s), if
this is a team teaching or module course.)
1、食品与化学(4 学时) Food & Chemistry (4 hours)
本实验的目的是从化学的角度科学认识食物,包括食品的色、香、味、功效、毒性等与所含成分的关系;食品加工过
程中添加剂的作用和利弊关系;食品制作过程中的涉及的化学反应,常见加工食品的工艺流程与食品质量、安全等;最
后,通过蛋白凝乳实验加深学生对课程内容的认识。
The aim is to study food from a c
hemical view point, including chemistry relating to major and minor components of
food, their nutritional, physiological, sensory, flavour and microbiological aspects; c
hemistry of food additives, together
with their metabolism, toxicology and food fate; chemical reactions
induced by processing, distribution and domestic
conditions and effects of processing on the composition, quality and safety of foods, other bio-based materials, by-
products, and processing wastes; meanwhile, consolidation of the knowledge mentioned previously through a
experiment: preparation of curd.
2、咖啡中的化学(4 学时) The Chemistry of Coffee (4 hours)
了解咖啡豆的多孔结构、烘焙工艺和风味之间的关系;咖啡豆烘焙中的美拉德反应;阿拉比卡咖啡和罗布斯塔咖啡的
成分差异;水中的镁与咖啡中的风味物质结合关系;冲煮咖啡中的萃取原理等;制作手冲咖啡。
To learn about: the relationship between
the porous structure of coffee beans, the roasting process and flavor; the
Maillard reaction in coffee bean roasting; the compositional differences between Arabica and Robusta coffees; the
relationship between magnesium in water and the binding of flavor
substances in coffee; the principles of extraction in
brewing coffee; making hand brewed coffee.
3、蓝晒印象工艺(4 学时) The Art of Cyanotype (4 hours)
蓝色颜料发展史和艺术史;蓝晒印象工艺的化学原理;感光剂的混合(柏林绿)与光照后产物(普鲁士蓝)、曝光过
度产物(普鲁士白)的化学结构差异;普鲁士蓝的结构特性及合成原理(不同价态铁离子的配位环境);通过不同材质和
印刷方式来创作蓝晒作品。