负载=
负载值
q1 = μC
q2 = μC
q3 = μC
q4 = μC
展现实力
力值
F12 = N
F21 = N
F13 = N
F31 = N
F14 = N
F41 = N
F23 = N
F32 = N
F24 = N
F42 = N
F34 = N
F43 = N
模块s das forças resultantes:
F1 = N
F2 = N
F3 = N
F4 = N
$ \vec{F}_{12} = $ $\hat{i}$ $\hat{j}$ N
$ \vec{F}_{21} = $ $\hat{i}$ $\hat{j}$ N
$ \vec{F}_{13} = $ $\hat{i}$ $\hat{j}$ N
$ \vec{F}_{31} = $ $\hat{i}$ $\hat{j}$ N
$ \vec{F}_{14} = $ $\hat{i}$ $\hat{j}$ N
$ \vec{F}_{41} = $ $\hat{i}$ $\hat{j}$ N
$ \vec{F}_{23} = $ $\hat{i}$ $\hat{j}$ N
$ \vec{F}_{32} = $ $\hat{i}$ $\hat{j}$ N
$ \vec{F}_{24} = $ $\hat{i}$ $\hat{j}$ N
$ \vec{F}_{42} = $ $\hat{i}$ $\hat{j}$ N
$ \vec{F}_{34} = $ $\hat{i}$ $\hat{j}$ N
$ \vec{F}_{43} = $ $\hat{i}$ $\hat{j}$ N
Forças resultantes:
$ \vec{F}_{1} = $ $\hat{i}$ $\hat{j}$ N
$ \vec{F}_{2} = $ $\hat{i}$ $\hat{j}$ N
$ \vec{F}_{3} = $ $\hat{i}$ $\hat{j}$ N
$ \vec{F}_{4} = $ $\hat{i}$ $\hat{j}$ N
显示电场
电场值
E1 = N/C
E2 = N/C
E3 = N/C
E4 = N/C
ER = N/C
$ \vec{E}_1 = $ $\hat{i}$ $\hat{j}$ N/C
$ \vec{E}_2 = $ $\hat{i}$ $\hat{j}$ N/C
$ \vec{E}_3 = $ $\hat{i}$ $\hat{j}$ N/C
$ \vec{E}_4 = $ $\hat{i}$ $\hat{j}$ N/C
$ \vec{E}_R = $ $\hat{i}$ $\hat{j}$ N/C