isotopic

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ISOTOPIC | definition in the Cambridge English Dictionary
Meaning of isotopic in English relating to isotopes (= forms of an atom that have a different atomic weight from other forms of the same atom but the same chemical structure): isotopic signature Sedimentary rocks leave a more complicated isotopic signature than igneous rocks. dictionary.cambridge.org
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Isotope - Wikipedia
Isotopes are distinct nuclear species (or nuclides) of the same chemical element. They have the same atomic number and position in the periodic table but ... en.wikipedia.org
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Isotopic - Wikipedia
Isotopic may refer to: In the physical sciences, to do with chemical isotopes; In mathematics, to do with a relation called isotopy; see Isotopy (disambiguation) ... en.wikipedia.org
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isotopic
isotopic, a. (aɪsəˈtɒpɪk) [f. prec. + -ic.] a. Of, pertaining to, or being an isotope or isotopes of an element; isotopic number, the number of neutrons in a nucleus minus the number of protons. Before Soddy coined the word in 1913, isotopic had previously (unknown to him) been used in a different s... Oxford English Dictionary
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Isotope Basics | NIDC
Isotopes are atoms of the same element with the same number of protons but a different number of neutrons, varying their mass number. isotopes.gov
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ISOTOPE Definition & Meaning - Merriam-Webster
1. Any of two or more species of atoms of a chemical element with the same atomic number and nearly identical chemical behavior but with differing atomic mass ... www.merriam-webster.com
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Isotopic Analysis - an overview | ScienceDirect Topics
Isotopic analysis is defined as a powerful technique used to determine isotopic compositions and decipher transformation processes by monitoring and tracking ... www.sciencedirect.com
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[PDF] An Introduction to Isotopic Calculations
These notes provide an introduction to: • Methods for the expression of isotopic abundances,. • Isotopic mass balances, and. • Isotope effects and their ... www.whoi.edu
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Isotopes - Chemistry LibreTexts
Atoms that have the same atomic number (number of protons), but different mass numbers (number of protons and neutrons) are called isotopes. chem.libretexts.org
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What are Isotopes? | IAEA
Isotopes are a type of atom, the smallest unit of matter that retains all the chemical properties of an element. www.iaea.org
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A Lead Isotopic Standard for Instrument Calibration | NIST
2 days agoStandard Reference Material 3328 Lead (Pb) Isotopic Standard Solution. Stable isotope analysis is an important interdisciplinary tool used by numerous fields such as nuclear and homeland security, forensics, medicine and pharmaceuticals, human health and nutrition, and climate science. Achieving reliable metrology and traceability in isotope ...
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Isotopic labeling
Isotopic tracer An isotopic tracer, (also "isotopic marker" or "isotopic label"), is used in chemistry and biochemistry to help understand chemical reactions See also isotopic signature. wikipedia.org
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Is every diffeomorphism of the n-torus isotopic to a linear one? It is an easy fact that every diffeomorphism of the $n$-torus $\mathbb{T}^n$ is homotopic to a linear diffeomorphism. A classical theorem of low dimensi...
Yes for $n=3$. This is due to Waldhausen, who proved that the mapping class group of a closed aspherical oriented Haken 3-manifold is identified with $\text{Out}(\pi_1)$; in this case that is $GL_3 \Bbb Z$. There is a proof of Waldhausen's theorem in Hempel's book on 3-manifolds. Open for $n=4$. Map...
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Isotopic signature
An isotopic signature (also isotopic fingerprint) is a ratio of non-radiogenic 'stable isotopes', stable radiogenic isotopes, or unstable radioactive isotopes Addition of sugars originated from corn or sugar cane (C4 plants) skews the isotopic ratio of sugars present in honey, but does not influence the isotopic wikipedia.org
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Are slice disks with the same boundary isotopic? Given two smoothly properly embedded disks $f,g : D^2 \to D^4$ with $f|_{S^1} = g|_{S^1}$, does it follow that $f$ and $g$ are isotopic?
If this disk was isotopic to the flat disk, then it's easy to construct an isotopy from this 2-knot to the standard longitudinal $S^2$. field until the derivative approximates the embedding (so every embedding is isotopic to a flat disk.
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