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и вывод на экран скинь сюда.
runfile('G:/докдисс/Программы Maple/Управление для Буссинеска/4degree/WithProduct.py', wdir='G:/докдисс/Программы Maple/Управление для Буссинеска/4degree') Traceback (most recent call last): File "G:\докдисс\Программы Maple\Управление для Буссинеска\4degree\WithProduct.py", line 52, in <module> out = list(product(lst, repeat=2)) File "C:\ProgramData\Anaconda3\lib\site-packages\sympy\concrete\products.py", line 605, in product prod = Product(*args, **kwargs) File "C:\ProgramData\Anaconda3\lib\site-packages\sympy\concrete\products.py", line 199, in __new__ obj = ExprWithIntLimits.__new__(cls, function, *symbols, **assumptions) File "C:\ProgramData\Anaconda3\lib\site-packages\sympy\concrete\expr_with_limits.py", line 204, in __new__ pre = _common_new(cls, function, *symbols, File "C:\ProgramData\Anaconda3\lib\site-packages\sympy\concrete\expr_with_limits.py", line 64, in _common_new free = function.free_symbols AttributeError: 'list' object has no attribute 'free_symbols'
lst = ['4', '5']
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Вот перед этим участком кода
for i in product(anew, repeat=4): temp_1=eval('*'.join(i)) XZ = XZ + integrate(temp_1, (t,0,1), (s, 0, pi))
import itertools lst = ['-4.1054687503*sin(s)', '+0.8437499978*sin(2.*s)', '-11.07064825*sin(2.*s)*bblb1rblb2rb*t**2', '-16.60597234*sin(2.*s)*bblb1rblb2rb*cos(1.154700539*t)', '+0.1994711401*sin(2.*s)*cclb2rblb2rb*t**2', '+1.196826839*sin(2.*s)*t**4*bblb1rblb2rb', '+8.571640841*sin(2.*s)*t**4*bblb2rblb2rb**3'] out = list(itertools.product(lst, repeat=2)) print(out)
Отредактировано py.user.next (Фев. 7, 2023 10:14:04)
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py.user.nextВот
и вывод на экран скинь сюда.
runfile('G:/докдисс/Программы Maple/Управление для Буссинеска/4degree/WithProduct.py', wdir='G:/докдисс/Программы Maple/Управление для Буссинеска/4degree') [('-4.1054687503*sin(s)', '-4.1054687503*sin(s)'), ('-4.1054687503*sin(s)', '+0.8437499978*sin(2.*s)'), ('-4.1054687503*sin(s)', '-11.07064825*sin(2.*s)*bblb1rblb2rb*t**2'), ('-4.1054687503*sin(s)', '-16.60597234*sin(2.*s)*bblb1rblb2rb*cos(1.154700539*t)'), ('-4.1054687503*sin(s)', '+0.1994711401*sin(2.*s)*cclb2rblb2rb*t**2'), ('-4.1054687503*sin(s)', '+1.196826839*sin(2.*s)*t**4*bblb1rblb2rb'), ('-4.1054687503*sin(s)', '+8.571640841*sin(2.*s)*t**4*bblb2rblb2rb**3'), ('+0.8437499978*sin(2.*s)', '-4.1054687503*sin(s)'), ('+0.8437499978*sin(2.*s)', '+0.8437499978*sin(2.*s)'), ('+0.8437499978*sin(2.*s)', '-11.07064825*sin(2.*s)*bblb1rblb2rb*t**2'), ('+0.8437499978*sin(2.*s)', '-16.60597234*sin(2.*s)*bblb1rblb2rb*cos(1.154700539*t)'), ('+0.8437499978*sin(2.*s)', '+0.1994711401*sin(2.*s)*cclb2rblb2rb*t**2'), ('+0.8437499978*sin(2.*s)', '+1.196826839*sin(2.*s)*t**4*bblb1rblb2rb'), ('+0.8437499978*sin(2.*s)', '+8.571640841*sin(2.*s)*t**4*bblb2rblb2rb**3'), ('-11.07064825*sin(2.*s)*bblb1rblb2rb*t**2', '-4.1054687503*sin(s)'), ('-11.07064825*sin(2.*s)*bblb1rblb2rb*t**2', '+0.8437499978*sin(2.*s)'), ('-11.07064825*sin(2.*s)*bblb1rblb2rb*t**2', '-11.07064825*sin(2.*s)*bblb1rblb2rb*t**2'), ('-11.07064825*sin(2.*s)*bblb1rblb2rb*t**2', '-16.60597234*sin(2.*s)*bblb1rblb2rb*cos(1.154700539*t)'), ('-11.07064825*sin(2.*s)*bblb1rblb2rb*t**2', '+0.1994711401*sin(2.*s)*cclb2rblb2rb*t**2'), ('-11.07064825*sin(2.*s)*bblb1rblb2rb*t**2', '+1.196826839*sin(2.*s)*t**4*bblb1rblb2rb'), ('-11.07064825*sin(2.*s)*bblb1rblb2rb*t**2', '+8.571640841*sin(2.*s)*t**4*bblb2rblb2rb**3'), ('-16.60597234*sin(2.*s)*bblb1rblb2rb*cos(1.154700539*t)', '-4.1054687503*sin(s)'), ('-16.60597234*sin(2.*s)*bblb1rblb2rb*cos(1.154700539*t)', '+0.8437499978*sin(2.*s)'), ('-16.60597234*sin(2.*s)*bblb1rblb2rb*cos(1.154700539*t)', '-11.07064825*sin(2.*s)*bblb1rblb2rb*t**2'), ('-16.60597234*sin(2.*s)*bblb1rblb2rb*cos(1.154700539*t)', '-16.60597234*sin(2.*s)*bblb1rblb2rb*cos(1.154700539*t)'), ('-16.60597234*sin(2.*s)*bblb1rblb2rb*cos(1.154700539*t)', '+0.1994711401*sin(2.*s)*cclb2rblb2rb*t**2'), ('-16.60597234*sin(2.*s)*bblb1rblb2rb*cos(1.154700539*t)', '+1.196826839*sin(2.*s)*t**4*bblb1rblb2rb'), ('-16.60597234*sin(2.*s)*bblb1rblb2rb*cos(1.154700539*t)', '+8.571640841*sin(2.*s)*t**4*bblb2rblb2rb**3'), ('+0.1994711401*sin(2.*s)*cclb2rblb2rb*t**2', '-4.1054687503*sin(s)'), ('+0.1994711401*sin(2.*s)*cclb2rblb2rb*t**2', '+0.8437499978*sin(2.*s)'), ('+0.1994711401*sin(2.*s)*cclb2rblb2rb*t**2', '-11.07064825*sin(2.*s)*bblb1rblb2rb*t**2'), ('+0.1994711401*sin(2.*s)*cclb2rblb2rb*t**2', '-16.60597234*sin(2.*s)*bblb1rblb2rb*cos(1.154700539*t)'), ('+0.1994711401*sin(2.*s)*cclb2rblb2rb*t**2', '+0.1994711401*sin(2.*s)*cclb2rblb2rb*t**2'), ('+0.1994711401*sin(2.*s)*cclb2rblb2rb*t**2', '+1.196826839*sin(2.*s)*t**4*bblb1rblb2rb'), ('+0.1994711401*sin(2.*s)*cclb2rblb2rb*t**2', '+8.571640841*sin(2.*s)*t**4*bblb2rblb2rb**3'), ('+1.196826839*sin(2.*s)*t**4*bblb1rblb2rb', '-4.1054687503*sin(s)'), ('+1.196826839*sin(2.*s)*t**4*bblb1rblb2rb', '+0.8437499978*sin(2.*s)'), ('+1.196826839*sin(2.*s)*t**4*bblb1rblb2rb', '-11.07064825*sin(2.*s)*bblb1rblb2rb*t**2'), ('+1.196826839*sin(2.*s)*t**4*bblb1rblb2rb', '-16.60597234*sin(2.*s)*bblb1rblb2rb*cos(1.154700539*t)'), ('+1.196826839*sin(2.*s)*t**4*bblb1rblb2rb', '+0.1994711401*sin(2.*s)*cclb2rblb2rb*t**2'), ('+1.196826839*sin(2.*s)*t**4*bblb1rblb2rb', '+1.196826839*sin(2.*s)*t**4*bblb1rblb2rb'), ('+1.196826839*sin(2.*s)*t**4*bblb1rblb2rb', '+8.571640841*sin(2.*s)*t**4*bblb2rblb2rb**3'), ('+8.571640841*sin(2.*s)*t**4*bblb2rblb2rb**3', '-4.1054687503*sin(s)'), ('+8.571640841*sin(2.*s)*t**4*bblb2rblb2rb**3', '+0.8437499978*sin(2.*s)'), ('+8.571640841*sin(2.*s)*t**4*bblb2rblb2rb**3', '-11.07064825*sin(2.*s)*bblb1rblb2rb*t**2'), ('+8.571640841*sin(2.*s)*t**4*bblb2rblb2rb**3', '-16.60597234*sin(2.*s)*bblb1rblb2rb*cos(1.154700539*t)'), ('+8.571640841*sin(2.*s)*t**4*bblb2rblb2rb**3', '+0.1994711401*sin(2.*s)*cclb2rblb2rb*t**2'), ('+8.571640841*sin(2.*s)*t**4*bblb2rblb2rb**3', '+1.196826839*sin(2.*s)*t**4*bblb1rblb2rb'), ('+8.571640841*sin(2.*s)*t**4*bblb2rblb2rb**3', '+8.571640841*sin(2.*s)*t**4*bblb2rblb2rb**3')] <class 'list'> Traceback (most recent call last): File "G:\докдисс\Программы Maple\Управление для Буссинеска\4degree\WithProduct.py", line 47, in <module> for i in product(anew, repeat=4): File "C:\ProgramData\Anaconda3\lib\site-packages\sympy\concrete\products.py", line 605, in product prod = Product(*args, **kwargs) File "C:\ProgramData\Anaconda3\lib\site-packages\sympy\concrete\products.py", line 199, in __new__ obj = ExprWithIntLimits.__new__(cls, function, *symbols, **assumptions) File "C:\ProgramData\Anaconda3\lib\site-packages\sympy\concrete\expr_with_limits.py", line 204, in __new__ pre = _common_new(cls, function, *symbols, File "C:\ProgramData\Anaconda3\lib\site-packages\sympy\concrete\expr_with_limits.py", line 64, in _common_new free = function.free_symbols AttributeError: 'list' object has no attribute 'free_symbols'
('v', 'd' )
(v*d )
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Вместо этого участка кода
from itertools import product
import itertools
for i in product(anew, repeat=4): temp_1=eval('*'.join(i)) XZ = XZ + integrate(temp_1, (t,0,1), (s, 0, pi))
for i in itertools.product(anew, repeat=4): temp_1=eval('*'.join(i)) XZ = XZ + integrate(temp_1, (t,0,1), (s, 0, pi))
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