Hi, I'm getting weird results solving the system of two equations, can anyone pease help me or suggest the other solver?
Here is the code:
clc close all clear all T_i = 0; T_1 = 0; T_2 = 0; n_i = 0; n_1 = 0; n_2 = 0; eNBi_coordinates = zeros(1, 2); eNB1_coordinates = zeros(1, 2); eNB2_coordinates = zeros(1, 2); eNBi_coordinates = [0 100]; eNB1_coordinates = [0, 0]; eNB2_coordinates = [100, 0]; x_i = eNBi_coordinates(1); y_i = eNBi_coordinates(2); x_1 = eNB1_coordinates(1); y_1 = eNB1_coordinates(2); x_2 = eNB2_coordinates(1); y_2 = eNB2_coordinates(2); C = 3e8; RSTD_1 = 167e-9; RSTD_2 = 334e-9; syms x_t y_t [solx_t, soly_t] = solve(sqrt((x_t - x_i)^2+(y_t - y_i)^2)/C - sqrt((x_t - x_1)^2 + (y_t - y_1)^2)/C ... + (T_i - T_1) + (n_i - n_1) - RSTD_1 == 0,... sqrt((x_t - x_i)^2+(y_t - y_i)^2)/C... - sqrt((x_t - x_2)^2+(y_t - y_2)^2)/C + (T_i-T_2) + (n_i - n_2) - RSTD_2 == 0)
and the results i'm getting for [x_t, y_t] are:
solx_t =
(3966588620774505912890625*80204523989384538823263623044267146941326844497824520329275840654591478382575236575064977389815784125651517951641807^(1/2))/944770725576785769100984182366758081137891047164257164584802962242160716020711424 + 1631175376265062325404557393255693262302775/43556142965880123323311949751266331066368
soly_t =
1631175376265062325404557393255693262302775/43556142965880123323311949751266331066368 – (3966588620774505912890625*80204523989384538823263623044267146941326844497824520329275840654591478382575236575064977389815784125651517951641807^(1/2))/944770725576785769100984182366758081137891047164257164584802962242160716020711424
awaiting for your help.
Regards, Botir
Best Answer