theme-sticky-logo-alt
Science

The Kohlrausch Law and its Applications

The Kohlrausch Law, also known as Kohlrausch’s Law of Independent Migration of Ions, is a principle in electrochemistry that describes how the molar conductivity of an electrolyte can be calculated as a sum of contributions from individual ions. This law was formulated by the German physicist Friedrich Kohlrausch in the late 19th century. Definition: The...Read More

The Law of Multiple Proportions with Examples

The Law of Multiple Proportions is a fundamental principle in chemistry that was formulated by the English chemist John Dalton in the early 19th century. This law describes the relationship between the masses of elements that combine to form different compounds. The said law states that if two elements combine to form more than one...Read More

The Law of Definite Proportions with Examples

The Law of Definite Proportions, also known as the Law of Constant Composition, is a fundamental principle in chemistry that states that a chemical compound is always composed of the same elements in the same proportion by mass, regardless of the source or method of preparation. It is one of the Laws of Chemical Combination...Read More

The Law of Conservation of Mass, Formula with Examples

The Law of Conservation of Mass is a fundamental principle in chemistry, which states that mass is neither created nor destroyed in a chemical reaction; it is conserved. This law is often associated with the work of Antoine Lavoisier, a French chemist who made significant contributions to the understanding of chemical reactions and laid the...Read More

Laws of Chemical Combination for Elements and Compounds

The laws of chemical combination are fundamental principles that describe how elements and compounds react and combine with each other. These laws provide the foundation for understanding chemical reactions and the behavior of matter in chemical processes. There are five primary laws of chemical combination. What are the Laws of Chemical Combination? The laws of...Read More

Kinetic Theory of Gases, Equations, Derivatives and FAQs

The kinetic theory of gases is a fundamental theory in physics that provides an explanation of the behavior of gases at the molecular level. It describes how gases consist of a large number of tiny particles, such as atoms or molecules, which are in constant motion. What is Kinetic Theory of Gases? The kinetic theory...Read More

Radioactive Decay, Definition, Types, Uses and Examples

Radioactive decay is a natural and spontaneous process by which the nucleus of an unstable atom undergoes a transformation, emitting radiation in the form of particles or electromagnetic waves. This process occurs because certain atomic nuclei are inherently unstable due to an imbalance between the forces holding the nucleus together and the forces trying to...Read More

Gamma Decay, Process, Examples and Applications

Gamma decay, also known as gamma emission or gamma radiation, is a type of radioactive decay involving the release of high-energy gamma-ray photons from an unstable atomic nucleus. Unlike alpha decay and beta decay, gamma decay does not change the atomic number (Z) or mass number (A) of the nucleus. Instead, it occurs to bring...Read More

Beta Decay, Types, Examples, Fermi’s Theory and uses

Beta decay is a type of radioactive decay that involves the transformation of an unstable atomic nucleus into a more stable one by the emission of either a beta-minus (β-) particle (an electron) or a beta-plus (β+) particle (a positron). This process allows for a change in the atomic number (Z) while conserving the mass...Read More

Alpha Decay, Process, Applications, and FAQs

Alpha decay is a type of radioactive decay in which an unstable atomic nucleus emits an alpha particle (α-particle), which consists of two protons and two neutrons. This process results in a decrease in both the atomic number and mass number of the nucleus. What is Alpha Decay? Alpha decay is a type of radioactive...Read More
15 49.0138 8.38624 1 1 4000 https://sciencetec.in 300 0