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POST-SCISSION DISSIPATIVE MOTION AND FISSION-FRAGMENT KINETIC ENERGY

Содержание

Number of events[1] Milton, Fraser, Can. J. Phys. 40, 1626 (1962)1Experimental data on total kinetic energy (TKE)

Слайды и текст этой презентации

Слайд 1POST-SCISSION DISSIPATIVE MOTION AND FISSION-FRAGMENT KINETIC ENERGY
Maria Chushnyakova, Igor Gontchar
Omsk,

Russia
Nucleus 2015

POST-SCISSION DISSIPATIVE MOTION AND FISSION-FRAGMENT KINETIC ENERGYMaria Chushnyakova, Igor Gontchar Omsk, RussiaNucleus 2015

Слайд 2Number of events
[1] Milton, Fraser, Can. J. Phys. 40, 1626

(1962)
1
Experimental data on total kinetic energy (TKE)

Number of events[1] Milton, Fraser, Can. J. Phys. 40, 1626 (1962)1Experimental data on total kinetic energy (TKE)

Слайд 3[2] Viola et al., Phys. Rev. C 31, 1550 (1985)
2
Average

values of TKE

[2] Viola et al., Phys. Rev. C 31, 1550 (1985)2Average values of TKE

Слайд 4[3] Lazarev, At. En. Rev. 15, 1 (1977);
[4] Nadtochy

et al. Phys. Scr. T154, 014004 (2013)
3
Variance of TKE

[3] Lazarev, At. En. Rev. 15, 1 (1977); [4] Nadtochy et al. Phys. Scr. T154, 014004 (2013)3

Слайд 5Fission modeling
4

Fission modeling4

Слайд 6Fission modeling
Scission
4
“Pre-scission configuration”
or “Pre-fragments”

Fission modelingScission4“Pre-scission configuration”or “Pre-fragments”

Слайд 7Fission modeling
Scission
Fission fragments movement
4
“Pre-scission configuration”
or “Pre-fragments”

Fission modelingScissionFission fragments movement 4“Pre-scission configuration”or “Pre-fragments”

Слайд 8Fission modeling
Scission
Fission fragments movement
4

Fission modelingScissionFission fragments movement 4

Слайд 11Fig. 6. The continuous pre-scission configuration and
the separated fission

fragments
6

Fig. 6. The continuous pre-scission configuration and the separated fission fragments 6

Слайд 12Details of the calculations

1) the fission fragments (FFs) are

axially symmetric;
2) FFs has the common axis of symmetry;
3)

the fission is symmetric;
4) the FFs deformations are equal and fixed;
5) the fluctuations are absent.

7

Details of the calculations 1) the fission fragments (FFs) are axially symmetric;2) FFs has the common axis

Слайд 13 
8
The initial conditions:
 
The equations of motion
(Trajectory model with surface friction

– TMSF):
(1)
(2)
(3)
(4)

 8The initial conditions: The equations of motion(Trajectory model with surface friction – TMSF):(1)(2)(3)(4)

Слайд 14TMSF with fluctuations in fusion problem
(5)
[5] Chushnyakova, Bhattacharya, Gontchar, Phys.

Rev. C 90, 017603 (2014)
9

TMSF with fluctuations in fusion problem(5)[5] Chushnyakova, Bhattacharya, Gontchar, Phys. Rev. C 90, 017603 (2014)9

Слайд 15TMSF with fluctuations in fusion problem
(5)
[5] Chushnyakova, Bhattacharya, Gontchar, Phys.

Rev. C 90, 017603 (2014)
 
9

TMSF with fluctuations in fusion problem(5)[5] Chushnyakova, Bhattacharya, Gontchar, Phys. Rev. C 90, 017603 (2014) 9

Слайд 16214Rn
Fig. 10. The dissipated energy as the function of time

for three values of the initial (pre-scission) kinetic energy
 
10
 

214RnFig. 10. The dissipated energy as the function of time for three values of the initial (pre-scission)

Слайд 17 
214Rn
11

 214Rn11

Слайд 20Conclusions
13
The first step for the accounting for the post-scission

motion of the fission fragments in the framework of dynamical

dissipative model is made

The post-scission motion of the fission fragments can reduce the FFs kinetic energy for more than 5%

Energy dissipation during the post-scission motion is weakly sensible to the value of the pre-scission kinetic energy and dramatically sensible to the configuration at which the post-scission motion starts

Conclusions 13The first step for the accounting for the post-scission motion of the fission fragments in the

Слайд 21238U+238U
[21] Rhoades-Brown et al., Z. Phys. A310, 287-294 (1983)

238U+238U[21] Rhoades-Brown et al., Z. Phys. A310, 287-294 (1983)

Слайд 22238U+238U
[21] Rhoades-Brown et al., Z. Phys. A310, 287-294 (1983)

238U+238U[21] Rhoades-Brown et al., Z. Phys. A310, 287-294 (1983)

Слайд 23 
The equations for the potential energy

 The equations for the potential energy

Слайд 24 
The equations for the potential energy
[21] Rhoades-Brown et al., Z.

Phys. A310, 287-294 (1983)
 
(21)
 
(22)
 
 
 
(23)
(24)
(25)

 The equations for the potential energy[21] Rhoades-Brown et al., Z. Phys. A310, 287-294 (1983) (21) (22)   (23)(24)(25)

Слайд 25 
 
 
 
3j-symbols

    3j-symbols

Слайд 27 
 
Approximating formulae:

  Approximating formulae:

Слайд 29Fig. 23
Fig. 24
44

Fig. 23Fig. 2444

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