|
|
Publications in Math-Net.Ru |
Citations |
|
2021 |
1. |
I. K. Loktionov, “Equation of state for a liquid with double exponential potential”, TVT, 59:2 (2021), 169–177 ; High Temperature, 59:2 (2021), 148–155 |
1
|
|
2019 |
2. |
I. K. Loktionov, “Mathematical modeling of thermodynamic properties of a fluid based on the Yukawa double potential: Analytical results”, TVT, 57:5 (2019), 677–684 ; High Temperature, 57:5 (2019), 648–654 |
3
|
|
2014 |
3. |
I. K. Loktionov, “Studying Equilibrium Thermophysical Properties of Simple Liquids Based on a Four-Parameter Oscillating Interaction Potential”, TVT, 52:3 (2014), 402–414 ; High Temperature, 52:3 (2014), 391–403 |
4
|
|
2012 |
4. |
I. K. Loktionov, “Application of two-parameter oscillating interaction potentials for specifying the thermophysical properties of simple liquids”, TVT, 50:6 (2012), 760–768 ; High Temperature, 50:6 (2012), 708–716 |
6
|
5. |
I. K. Loktionov, “Studying the temperature dependences of thermodynamic properties of cesium vapors using the three-parameter model pair interaction potential”, TVT, 50:3 (2012), 384–391 ; High Temperature, 50:3 (2012), 359–365 |
5
|
|
2011 |
6. |
I. K. Loktionov, “Thermodynamic Properties of One-Component Systems with Pair Two-Parameter Interaction Potentials”, TVT, 49:4 (2011), 529–536 ; High Temperature, 49:4 (2011), 512–519 |
8
|
|
2001 |
7. |
I. K. Loktionov, “One-dimensional classical model with phase transition”, TVT, 39:2 (2001), 344–347 ; High Temperature, 39:2 (2001), 325–328 |
|
2000 |
8. |
I. K. Loktionov, “Determination of the critical parameters of a classical one-component system with model interaction potential”, TVT, 38:3 (2000), 516–519 ; High Temperature, 38:3 (2000), 494–496 |
2
|
|
1999 |
9. |
A. Yu. Zakharov, I. K. Loktionov, “Classical statistics of one-component systems with model potentials”, TMF, 119:1 (1999), 167–176 ; Theoret. and Math. Phys., 119:1 (1999), 532–539 |
21
|
|
1997 |
10. |
A. Yu. Zakharov, I. K. Loktionov, Ya. I. Granovskii, “The theory of phase transition of the second kind in one-component classical systems”, TVT, 35:3 (1997), 367–372 ; High Temperature, 35:3 (1997), 361–366 |
1
|
|
Organisations |
|
|
|
|