cálculo Graceli para curvas variadas.

t / logx/x [n]∞

x ® x [h/c]∞

Φ ®  x ® t / logx/x [n] ∞

Φ® T ®   ∞

       I[n] =[ a logr/r[Φ] [a, logx/x [n] [0, x, y, k , logp/p [n][Φ*0] [n]] ∞]

i2= logx/x [p][n] ®   [k]. 

i3= logx/x [n] ®   [y]. 

I6 = natureza dos materiais [nm].

i6 = Φinst + Φ oscila [Φinst+ osc]

    I = 1

i4 = log cc, cx, Φ / log cc, cx, Φ /n] /t /c ®   ∞

i8 = logx[p] /x[p] [n].

19 = [a, p,0, logx/xn]

r = raio.

p = progressões.

a= alternância.

t / logx/x [n]∞

x ® x [h/c]∞

Φ ®  x ® t / logx/x [n] ∞

Φ® T ®   ∞

       I[n] =[ t / logx/x [n]∞

x ® x [h/c]∞

Φ ®  x ® t / logx/x [n] ∞

Φ® T ®   ∞

       I[n] =[ i[n] [n]] ∞]

i2= logrx/x [p][n] ®   [k]. 

i3= logrx/x [n] ®   [y]. 

I6 = natureza dos materiais [nm].

i6 = Φinst + Φ oscila [Φinst+ osc]

    I = 1

i4 = log cc, cx, Φ / log cc, cx, Φ /n] /t /c ®   ∞

i8 = logx[p] /x[p] [n].

19 = [a, p,0, logx/xn]

r = raio.

p = progressões.] ∞]

i2= logx/x [p][n] ®   [k]. 

i3= logx/x [n] ®   [y]. 

I6 = natureza dos materiais [nm].

i6 = Φinst + Φ oscila [Φinst+ osc]

    I = 1

i4 = log cc, cx, Φ / log cc, cx, Φ /n] /t /c ®   ∞

i8 = logx[p] /x[p] [n].

19 = [a, p,0, logx/xn]

r = raio.

p = progressões.

a= alternância.