crtanje

f[u_, v_] := {xuv[u, v], yuv[u, v], zuv[u, v]}

GZ[f][u, v]

RowBox[{-, RowBox[{RowBox[{(, RowBox[{1.,  , v^2}], )}], /, RowBox[{(, RowBox[{RowBox[{(, RowB ... {RowBox[{-, 1.33227*10^-15}], +, RowBox[{4.44089*10^-16,  , u}]}], )}],  , v^6}]}], )}]}], )}]}]}]

SZ[f][u, v]

RowBox[{RowBox[{(, RowBox[{RowBox[{1.875, }], +, RowBox[{0.75,  , v^2}], -, RowBox[{1. ... -15}], +, RowBox[{4.44089*10^-16,  , u}], +, RowBox[{0.,  , u^2}]}], )}],  , v^6}]}], )}]}], )}]}]

RowBox[{prvo[f][u, v][u0, u1, du][v0, v1, dv], [, RowBox[{AxesNone, ,, BoxedFalse, ,, RowBox[{BoxRatios, , RowBox[{{, RowBox[{1, ,, 1, ,, 0.7}], }}]}]}], ]}]

[Graphics:../HTMLFiles/index_211.gif]

Prikaz plohe f(u,v) u podrucju [ u , u ]×[ v , v ]                                   0   1     0   1

(⁃Graphics3D⁃) &&Null

drugo[f][u, v][u0, u1, du][v0, v1, dv][]

[Graphics:../HTMLFiles/index_215.gif]

Graf funkcije Gussove zakrivljenosti plohe f(u,v) nad podrucjem [ u , u ]×[ v , v ]                                                                    0   1     0   1

(⁃SurfaceGraphics⁃) &&Null

RowBox[{trece[f][u, v][u0, u1, du][v0, v1, dv], [, RowBox[{AxesNone, ,, BoxedFalse, ,, RowBox[{BoxRatios, , RowBox[{{, RowBox[{1, ,, 1, ,, 0.7}], }}]}]}], ]}]

[Graphics:../HTMLFiles/index_219.gif]

Prikaz plohe f(u,v) u podrucju [ u , u ]×[ v , v ] obojan bojom Hue(GZ)                                   0   1     0   1

(⁃Graphics3D⁃) &&Null

cetvrto[f][u, v][u0, u1, du][v0, v1, dv][]

[Graphics:../HTMLFiles/index_223.gif]

Graf funkcije srednje zakrivljenosti plohe f(u,v) nad podrucjem [ u , u ]×[ v , v ]                                                                    0   1     0   1

(⁃SurfaceGraphics⁃) &&Null

RowBox[{peto[f][u, v][u0, u1, du][v0, v1, dv], [, RowBox[{AxesNone, ,, BoxedFalse, ,, RowBox[{BoxRatios, , RowBox[{{, RowBox[{1, ,, 1, ,, 0.7}], }}]}]}], ]}]

[Graphics:../HTMLFiles/index_227.gif]

Prikaz plohe f(u,v) u podrucju [ u , u ]×[ v , v ] obojan bojom Hue(SZ)                                   0   1     0   1

(⁃Graphics3D⁃) &&Null


Created by Mathematica  (May 4, 2004)