Treść książki
Przejdź do opcji czytnikaPrzejdź do nawigacjiPrzejdź do informacjiPrzejdź do stopki
)
r
δ
+
r
r
r
)
δ
δ
κ
r
cos
sin
(
δ
cos
)
)
r
+
⋅
⋅
r
θ
r
g
g
⋅
)
δ
+
κ
γ
γ
g
r
+
(
r
tg
tg
θ
γ
r
κ
b
+
b
sin
(
θrδrαbγγ
−
−
tg
α
κ
α
r
(
sin
⋅
r
r
−
tg
κ
sin
tg
s
θ
θ
=
λ
⋅
5
cos
sin
sin(
s
)
g
λ
cos
r
γ
⋅
⋅
θ
=
tg
⋅
b
b
cos
α
α
+
b
o
g
ctg
ctg
α
α
=
γ
r
=
κ
tg
tg
o
tg
(
γ
n
=
=
cos
tg
α
tg
n
r
γ
κ
−
tg
tg
=
s
λ
tg
s
λ
s
cos
λ
f
α
cos
)
f
ctg
f
γ
)
tg
α
f
⋅
γ
⋅
ctg
r
tg
κ
r
κ
⋅
⋅
sin
r
sin
r
κ
κ
−
+
sin
sin
p
p
α
+
γ
+
ctg
tg
p
p
α
⋅
γ
⋅
r
r
ctg
tg
κ
κ
⋅
cos
cos
⋅
r
r
κ
κ
=
=
o
(cos
(cos
o
α
γ
tg
=
ctg
=
n
n
γ
α
tg
ctg
=
f
α
ctg
f
γ
p
⋅
tg
f
γ
γ
r
⋅
κ
r
tg
tg
cos
κ
αpαfγpγf
−
−
cos
f
p
−
α
−
4
α
p
ctg
ctg
α
p
ctg
γ
tg
Tablica3.1.Zależnościmiędzykątamiwukładzienarzędzia(zgodniezPN-ISO3002-1+A1:1996)
=
⋅
⋅
r
r
r
κ
κ
κ
tg
sin
sin
=
=
s
λ
tg
3
Krλsαnγn
2
Krλsαoγo
1
12Kr
13λs
11
s
λ
cos
s
n
λ
γ
⋅
n
tg
cos
α
tg
=
=
o
γ
o
tg
α
tg
b
α
ctg
⋅
r
θ
sin
=
p
α
ctg
b
α
ctg
⋅
r
θ
cos
=
f
α
ctg
g
γ
tg
⋅
r
δ
sin
=
p
γ
tg
g
γ
tg
⋅
r
δ
cos
=
f
γ
tg
f
α
f
2
ctg
γ
2
tg
p
+
f
p
f
+
α
α
γ
γ
p
tg
tg
p
tg
tg
α
γ
2
2
=
=
ctg
tg
r
r
θ
δ
tg
tg
±
±
=
=
g
b
α
γ
ctg
tg
s
λ
s
s
tg
λ
λ
s
tg
tg
λ
⋅
s
tg
r
⋅
⋅
λ
s
κ
r
r
λ
2
⋅
κ
κ
n
s
s
2
cos
λ
n
α
λ
tg
r
sin
cos
γ
tg
κ
ctg
sin
tg
sin
+
+
sin
−
+
−
n
s
n
s
−
−
s
α
λ
n
λ
+
α
λ
s
s
n
λ
n
λ
=
=
2
2
γ
2
2
n
s
ctg
cos
γ
γ
)
)
ctg
cos
α
λ
tg
cos
cos
tg
tg
cos
r
r
θ
δ
ctg
cos
r
+
+
κ
r
r
±
κ
±
r
sin
κ
r
=
=
cos
sin
κ
κ
=
(
(
b
tg
tg
α
g
p
=
γ
α
=
=
ctg
tg
ctg
f
α
p
f
ctg
γ
γ
tg
tg
Kątyzkolumny1możnaobliczyćwfunkcjikątówzawartychwwierszu17kolumny27374i5.
s
λ
s
s
tg
λ
λ
tg
tg
⋅
s
⋅
⋅
r
λ
s
κ
r
r
2
λ
cos
κ
o
κ
α
s
o
s
tg
2
sin
cos
λ
γ
λ
ctg
tg
tg
tg
tg
+
−
+
+
−
o
−
o
−
α
o
α
o
o
=
=
2
γ
2
ctg
γ
γ
)
tg
tg
)
ctg
r
tg
r
δ
⋅
⋅
θ
⋅
+
r
r
r
+
±
±
κ
κ
κ
r
r
=
=
sin
cos
κ
κ
sin
(
(
b
g
tg
tg
α
γ
=
=
=
ctg
tg
f
p
f
α
γ
γ
ctg
tg
tg
19αf
10γp
11γf
12θr
13δr
14αb
15γg
s
λ
tg
⋅
r
κ
s
λ
sin
s
o
λ
cos
+
a
tg
cos
o
⋅
α
o
γ
=
ctg
tg
n
⋅
α
=
r
tg
κ
n
γ
tg
cos
=
p
α
ctg
14αo
15γo
16αn
17γn
18αp
