Anthropomorphic Tendencies is out tomorrow - I'm very excited for it to be out there in the world! For fun, I just uploaded another track "Lennard Jones Potential" 

Electronegativity and Strong Bonds; The Lennard-Jones potential function; Molecular dynamics simulations vs. Potential Energy Contour Tracing; ATP synthesis 

The LJ has the form (1) ɛ V LJ (r) = 4 ɛ [ (σ γ) 12 − (σ γ) 6] Proposed by Sir John Edward Lennard-Jones, the Lennard-Jones potential describes the potential energy of interaction between two non-bonding atoms or molecules based on their distance of separation. The potential equation accounts for the difference between attractive forces ( dipole-dipole , dipole-induced dipole, and London interactions ) and repulsive forces. The Lennard-Jones potential is a relatively-simple mathematical model describing the potential energy \(V_{LJ}\) between a pair of neutral atoms as a function of both the distance in units of radii where the potential is zero \(\sigma\) (sigma) and the maximum depth of the potential The Lennard-Jones Potential. The Lennard-Jones model consists of two 'parts'; a steep repulsive term, and smoother attractive term, representing the London dispersion forces. Apart from being an important model in itself, the Lennard-Jones potential frequently forms one of 'building blocks' of many force fields. The Lennard-Jones potential (also referred to as the L-J potential, 6-12 potential or, less commonly, 12-6 potential) is a simple mathematical model that represents this behavior.

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ϵ is the well depth and a measure of how strongly the two particles attract each other. σ is the distance at which the intermolecular potential between the two particles is zero (Figure 1 ). σ gives The Lennard–Jones potential (LJ) is a simple pair potential that can accurately model weak van der Waals bonds between noble gases, yielding reliable bond energies and bond lengths (Lennard–Jones 1924). The LJ has the form The Lennard-Jones potential is a relatively-simple mathematical model describing the potential energy \(V_{LJ}\) between a pair of neutral atoms as a function of both the distance in units of radii where the potential is zero \(\sigma\) (sigma) and the maximum depth of the potential well \(\varepsilon\) (epsilon). Das Lennard-Jones-Potential (nach John Lennard-Jones) beschreibt in der physikalischen Chemie und in der Atom-und Molekülphysik die Bindungsenergie. Es nähert die Wechselwirkung zwischen ungeladenen, nicht chemisch aneinander gebundenen Atomen an. Lennard-Jones potential (efter den brittiske kemisten och fysikern Sir John Edward Lennard-Jones.

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The Lennard-Jones potential is a relatively-simple mathematical model describing the potential energy \(V_{LJ}\) between a pair of neutral atoms as a function of both the distance in units of radii where the potential is zero \(\sigma\) (sigma) and the maximum depth of the potential well \(\varepsilon\) (epsilon).

Lennard-Jones (12-6) potential. In this paper a correlation   The Lennard-Jones potential is an intermolecular pair potential.

The Lennard-Jones potential is a simple model describing the forces between a pair of neutral atoms or molecules. In the graph above you can change the force as a function of distance by either changing the depth of the potential well by dragging epsilon up and down or changing the zero point for the potential by dragging sigma left and right.

Parad kraftpotential för interaktion. Definieras av formeln: r - avstånd mellan partiklar, D-bindningsenergi, a-  The Lennard-Jones potential (also termed the LJ potential or 12-6 potential) is an intermolecular pair potential.

The LJP model is composed of two components: the repulsive (σ/r)¹² and the attractive term (σ/r)⁶, which respectively denote repulsive and attractive forces. The parameter r is the distance between the two atoms (in Å units); A potential used to give an approximate description of the potential energy interaction, V, of molecules as a function of intermolecular distance r. The general form of the Lennard-Jones potential is V = C n / r n – C 6 / r 6 , where C n and C 6 are coefficients that depend on the specific molecules and n is greater than 6 so that at small separations the repulsion term dominates the interaction, the r −6 term being attractive. The Lennard-Jones 12-6 potential (LJ) is arguably the most widely used pair potential in molecular simulations.
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Lennard-Jones (6,12)-potentiaali on saanut nimensä englantilaisen matemaatikon John Edward Lennard-Jonesin mukaan. This is the Lennard-Jones (LJ) potential.

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where ρ is the bulk number density, V LJ (r) is the Lennard-Jones potential energy, and r c is the truncation (cutoff) distance. A subtle point to note is that the above pressure correction does not account for impulsive effects at r c where the potential energy (and therefore the force) changes discontinuously.

Lennard-Jones potential är en enkel modell av växelverkan mellan två oladdade atomer eller molekyler i beräkningsfysik. Den brittiske kemisten och fysikern John Lennard-Jones formulerade potentialen 1924, vilken har formen. The Lennard-Jones Potential V is the intermolecular potential between the two atoms or molecules. ϵ is the well depth and a measure of how strongly the two particles attract each other. σ is the distance at which the intermolecular potential between the two particles is zero (Figure 1 ). σ gives The Lennard–Jones potential (LJ) is a simple pair potential that can accurately model weak van der Waals bonds between noble gases, yielding reliable bond energies and bond lengths (Lennard–Jones 1924).