mecánica industrial

Mecánica industrial:

mc·d_{t}[x] = (n/2)·ax^{2}+E(t)

x(t) = [[(-1)]]( (1/(mc))·(n/2)·a·t , ( (1/(mc))·int[ E(t) ] d[t] )^{(-1)} )

mc·d_{t}[x] = (n/3)·bx^{3}+E(t)

x(t) = [[(-1)·(1/2)]]( (1/(mc))·(n/3)·b·t , ( (1/(mc))·int[ E(t) ] d[t] )^{(-2)} )

mc·d_{t}[x] = (n/2)·ax^{2}+qg·e^{(1/(mc))·qg·t}

x(t) = [[(-1)]]( (1/(mc))·(n/2)·a·t , ( e^{(1/(mc))·qg·t} )^{(-1)} )

mc·d_{t}[x] = (n/3)·bx^{3}+qg·e^{(1/(mc))·qg·t}

x(t) = [[(-1)·(1/2)]]( (1/(mc))·(n/3)·b·t , ( e^{(1/(mc))·qg·t} )^{(-2)} )

mc·d_{t}[x] = (n/2)·ax^{2}+k·R·d_{t}[q]·t

x(t) = [[(-1)]]( (1/(mc))·(n/2)·a·t , ( (1/(mc))·k·R·d_{t}[q]·(1/2)·t^{2} )^{(-1)} )

mc·d_{t}[x] = (n/3)·bx^{3}+k·R·d_{t}[q]·t

x(t) = [[(-1)·(1/2)]]( (1/(mc))·(n/3)·b·t , ( (1/(mc))·k·R·d_{t}[q]·(1/2)·t^{2} )^{(-2)} )

mc·d_{t}[x] = (n/2)·ax^{2}+P·y^{2}·e^{(1/(mc))·P·y^{2}·t}

x(t) = [[(-1)]]( (1/(mc))·(n/2)·a·t , ( e^{(1/(mc))·P·y^{2}·t} )^{(-1)} )

mc·d_{t}[x] = (n/3)·bx^{3}+P·y^{2}·e^{(1/(mc))·P·y^{2}·t}

x(t) = [[(-1)·(1/2)]]( (1/(mc))·(n/3)·b·t , ( e^{(1/(mc))·P·y^{2}·t} )^{(-2)} )