3/29/2024 0 Comments Calculator degrees of freedom![]() It is observed from the calculations that the fusion cross-sections obtained using R3Y NN potential with rotational degrees of freedom are found to be more consistent with the experimental data than those for the M3Y and Woods-Saxon potentials mainly at below barrier energies. Then, after you click the Calculate button, the calculator would show the cumulative probability to be 0.84. In the chi-square calculator, you would enter 9 for degrees of freedom and 13 for the chi-square value. The coupled channel calculations are performed with shape and rotational degrees of freedom to examine the fusion enhancement at below-barrier energies. Suppose you wanted to find the probability that a chi-square statistic falls between 0 and 13. A comparison is also made with the ones calculated using the nuclear potential obtained from the traditional Woods-Saxon potential and the widely used M3Y NN potential within CCFULL. ![]() We focused on the fusion cross-sections for $Oxygen$-based reactions with targets from different mass regions of the periodic table i.e. It is to be noted that the R3Y NN potential can be expressed in terms of masses of the mesons and their couplings by considering the meson degrees of freedom within the relativistic mean field, which has a form similar to the widely used M3Y potential. Hence, the number of degrees of freedom is equal to 14 - 1 or 13.) Now, we are ready to use the T Distribution Calculator. (In situations like this, the number of degrees of freedom is equal to number of observations minus 1. For example, an estimate of the variance based on a sample size of 100 is based on more information than an estimate of the variance based on a sample size of 5. The R3Y NN-potential and the densities of interacting nuclei are obtained for the relativistic mean-field approach for the N元$^*$ parameter set. The number of degrees of freedom is equal to 13. Calculate s 2 Some estimates are based on more information than others. ![]() So we reject the null hypothesis and accept the alternate hypothesis.In the present work, we have incorporated the microscopic relativistic nuclear potential obtained from recently developed relativistic R3Y NN potential in the coupled channels code CCFULL to study the fusion dynamics. Step 4: Draw a Table and calculate the Chi-Square distribution valueīecause the calculated value is greater than the table and lies in the critical region. In this section, we solve an example with the help of basic rules of Chi-square distribution.Ĭalculate Chi-Square distribution by taking null hypothesis H o: µ 1 = µ 2 and H 1: µ 1 ≠ µ 2with the level of significance 5%. The Degree of Freedom is defined as the number of intensive variables that are independent of each other is calculated using Degree of Freedom Number of Components in System-Number of Phases+2.To calculate Degree of Freedom, you need Number of Components in System (C) & Number of Phases (p).
0 Comments
Leave a Reply. |
AuthorWrite something about yourself. No need to be fancy, just an overview. ArchivesCategories |