{"id":968253,"date":"2026-09-26T00:25:55","date_gmt":"2026-09-26T00:25:55","guid":{"rendered":"https:\/\/chemcrete.com.pk\/?p=968253"},"modified":"2026-09-27T00:03:36","modified_gmt":"2026-09-27T00:03:36","slug":"phet-interactive-chemical-simulations-rsc-education","status":"publish","type":"post","link":"https:\/\/chemcrete.com.pk\/index.php\/2026\/09\/26\/phet-interactive-chemical-simulations-rsc-education\/","title":{"rendered":"Phet Interactive Chemical Simulations Rsc Education"},"content":{"rendered":"<p>Rotate, zoom and switch between ball-and-stick, space-fill and wireframe modes. Inspect bond lengths, angles, geometry and physical property cards for every model. 57 minerals rendered in full 3D across 8 crystal systems (cubic, tetragonal, hexagonal, trigonal, orthorhombic, monoclinic, triclinic, rhombohedral). Rotate, zoom, toggle UV fluorescence, and compare two crystals side-by-side. Develop a method for keeping a population of rabbits under control by using hormonal treatments.<\/p>\n<p>If it is, your work will help create a sustainable plan that will use sunlight and pollution sources for biofuel production. Join this virtual confocal microscopy lab and learn how to take pin-sharp confocal micrographs and 3D renderings. Use the knowledge to save your uncle\u2019s crop from a mysterious plant disease. Go on a mission to produce sustainable biodiesel and learn how to safely <a href=\"https:\/\/cupid-feel.org\/\">CupidFeel dating site reviews<\/a> work with dangerous chemicals without any risk of getting hurt. Learn about the principles of the analytical technique carbon-13 NMR and interpret the spectrum of the mysterious unlabelled compound they have used in their food and drink. Learn the core concepts of thermodynamics and apply the technique of bomb calorimetry to help solve the challenge of storing renewable energy.<\/p>\n<h2>Basic Chemistry Thermodynamics: Solve The Challenge Of Storing Renewable Energy<\/h2>\n<p>He creates interactive simulations that help faculty demonstrate concepts that are otherwise difficult to explain to students. Dissect chicken and mouse embryos to visualize and analyze embryonic development. Compare genetic results from the model organisms with the genetic laboratory results from a human case study to determine the cause and effect of Liebenberg Syndrome. In this demo virtual lab simulation, you will help Dr. One identify a fundamental biological molecule.<\/p>\n<p><img decoding=\"async\" class=\"aligncenter\" style=\"display: block;margin-left:auto;margin-right:auto;\" width=\"306px\" alt=\"virtual chemistry building\" 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the features that are necessary for bacterial survival and compare these to other bacteria living elsewhere. Join Marie in the Acids and Bases Simulation and explore the nature and concepts of these important chemical compounds. Measure the pH of chemical solutions, and use your acquired knowledge to evaluate mixtures of acids and base. Find virtual labs matched to competencies fromcommon frameworks like NGSS, ACS, and AAPT.<\/p>\n<ul>\n<li>Every subscription includes access to choose virtual lab simulations that best fit your curriculum.<\/li>\n<li>Explore different cell samples under the microscope to identify the differences between eukaryotes and prokaryotes.<\/li>\n<li>This simulation introduces gel electrophoresis, a technique used to&#8230;<\/li>\n<\/ul>\n<h3>Cell Structure: Cell Theory And Internal Organelles<\/h3>\n<p>Help a microbiologist prepare a pure culture that can be used to identify a microbe causing an infection! Use good aseptic technique to avoid contamination of the sample, ensure your own safety, and avoid surprise fires in the lab. Our Labster Advanced and Labster Elite plans include a dedicated Customer Success Manager who will work with you to match course syllabi to relevant simulations.<\/p>\n<p>Join us in in the exploration of acids and bases and learn all the advanced terms used in chemistry. Enhance nurse training and outcomes through UbiSim&#8217;s immersive virtual reality. Choose the purchasing model that best fits your funding and operational needs. Meet our leadership and read the story behind our immersive technology designed to improve lives.<\/p>\n<p>To unpair a set of electrons, select an atom after all of its free electrons have been bonded. Learn to analyze osmosis data faster with this interactive simulation and ap&#8230; In this virtual lab, we show how a spectrophotometer is used to determ&#8230; Alpha\/beta\/gamma decay, half-life, activity, fission chain reactions, Compton scattering, cosmic ray showers, radiation dose, neutron activation. Neutralisation, amphoteric metals (Al, Si, Ga, Zn), buffer chemistry, pH indicators, carbonate reactions, strong vs weak acids, Ka and pKa concepts.<\/p>\n<p>Discover the structure and function of cell membranes using the fluid mosaic model. Apply your learning to improve the health of synthetic cells that the lead researcher wants to use to produce insulin. Toggle Dark Mode for UV-reactive compounds and chemiluminescence experiments. A virtual laboratory covering the full A-level chemistry curriculum. Mix reagents, observe reactions, study spectroscopy, explore nuclear physics, and grow crystals \u2014 all in one place. Help students understand complex concepts with Labster&#8217;s health science virtual labs.<\/p>\n<p>7 crystal systems, Mohs hardness, specific gravity, cleavage planes, UV fluorescence, mineral identification, polymorphism.<\/p>\n<p>Learn how to use your knowledge of the chemicals required for an experiment and apply it to safely dispose of the chemical waste. Hear about best practices and real-world success stories to make the most of virtual labs. She is actively involved in research in physical chemistry as well as the teaching and learning of chemistry by all students.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Rotate, zoom and switch between ball-and-stick, space-fill and wireframe modes. Inspect bond lengths, angles, geometry and physical property cards for every model. 57 minerals rendered in full 3D across 8 crystal systems (cubic, tetragonal, hexagonal, trigonal, orthorhombic, monoclinic, triclinic, rhombohedral). Rotate, zoom, toggle UV fluorescence, and compare two crystals side-by-side. 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