考虑导线分裂数。
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main.py
20
main.py
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@ -71,7 +71,7 @@ def fun_sigma_i1(
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beta_i1 = math.atan(h_i1 / l_i1)
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_sigma_i1 = (
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(
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g_i / 2 / area
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g_i / 2 / area #g_i传入时已考虑导线分裂数
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+ lambda_i * l_i / 2 / math.cos(beta_i)
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+ lambda_i1 * l_i1 / 2 / math.cos(beta_i1)
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+ sigma_i * h_i / l_i
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@ -102,12 +102,12 @@ def cal_loop():
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t_array = data.t_array
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lambda_array = [lambda_m for j in range(span_count)]
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loop_count = 1
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sigma_0 = sigma_m * 0.8
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sigma_0 = sigma_m * 0.5
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while True:
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# 一次增加0.1N
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sigma_0 = sigma_0 + 0.1 / data.area
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sigma_array = [sigma_0 for j in range(span_count)]
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b_i = 0
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# 一次增加0.1N
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sigma_0 = sigma_0 + 0.01 / data.area
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sigma_array = [sigma_0 for j in range(span_count)]
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delta_l_i_array = []
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for i in range(span_count - 1):
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h_i = h_array[i]
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@ -131,7 +131,7 @@ def cal_loop():
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delta_l_i_array.append(_delta_l_i)
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b_i += _delta_l_i
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length_i = string_length
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g_i = string_g
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g_i = string_g / data.conductor_n
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h_i1 = h_array[i + 1]
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l_i1 = l_array[i + 1]
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lambda_i1 = lambda_array[i + 1]
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@ -153,10 +153,8 @@ def cal_loop():
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break
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pass
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sigma_array[i + 1] = sigma_i1
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# print("第{loop_count}轮求解。".format(loop_count=loop_count))
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# print(b_i)
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loop_count += 1
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if math.fabs(b_i) < data.epslon:
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if math.fabs(b_i) < data.epsilon:
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print("迭代{loop_count}次找到解。".format(loop_count=loop_count))
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print("悬垂串偏移累加bi为{b_i}".format(b_i=b_i))
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for i in range(span_count):
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@ -168,7 +166,7 @@ def cal_loop():
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h_array,
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l_array,
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string_length,
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string_g,
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string_g / data.conductor_n,
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sigma_array,
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delta_l_i_array,
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lambda_array,
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@ -245,7 +243,7 @@ def verify(
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)
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b_i += delta_l_i_array[i]
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right_equ = sigma_i + b_i / math.sqrt(string_length ** 2 - b_i ** 2) * (
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string_g / 2 / area + w_i
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string_g / 2 / area + w_i # string_g已在传入时考虑了导线分裂数
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)
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# TODO 等式允许误差是否可调?
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if math.fabs(right_equ - left_equ) > 1e-4:
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