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(1)

P ř íloha F - Metoda uvol ň ování

Metoda uvol ň ování pro statickou výšku 250 mm

m9:= 218.4 m3:= 19.1 m2:= 14.9

ag:= 9.81 Ra:= 0 Rby:= 0 Rcx:= 0 Rcy:= 0 Rc:= 0 Rfx:= 0 Rfy:= 0 Rf:= 0 Fp1:= 0 Fp2:= 0 Foz:= 0 Fvm:= 0 Fvv:= 0

Given

Rovnice t ě lesa 2:

−Fp2⋅0.686+Rfy 0.501⋅ + Rfx 0.068⋅ +Fvm 0.083⋅ −m2 ag⋅ ⋅0.48=0

Rovnice t ě lesa 3:

Rby 0.864⋅ −Fp1 0.553⋅ −m3 ag⋅ ⋅0.386+Rcx 0.011⋅ −Rcy 0.185⋅ −Foz 0.075⋅ =0

Rovnice t ě lesa 4:

−Fvm⋅0.083+ Fvv 0.09⋅ −Foz 0.075⋅ =0

Rovnice t ě lesa 9:

Ra m9 ag− ⋅ +Rby=0

Ra 1.878⋅ −m9 ag⋅ ⋅0.914=0

Rovnice t ě lesa 11:

Fvv cos 1.14 π

⋅180

 

 

−Rcx Fp1 sin 4.2 π

⋅180

 

 

+ =0

Fvv sin 1.14 π

⋅180

 

 

−Rcy Fp1 cos 4.2 π

⋅180

 

 

=0

−Fvv⋅0.095+Fp1 0.368⋅ =0

Rc= Rcx2+ Rcy2

Rovnice t ě lesa 13:

Fp2 sin 4.2 π

⋅180

 

 

−Rfx=0

1

(2)

P ř íloha F - Metoda uvol ň ování

−Ra Fp2 cos 4.2 π

⋅180

 

 

+ −Rfy=0

−Ra⋅0.363+ Fp2 0.181⋅ =0 Rf = Rfx2+ Rfy2

Find Fp1 Fp2

(

, , Rc, Rf, Rcx, Rcy, Rfx, Rfy, Ra, Rby, Foz, Fvm, Fvv

)

0 0

1 2 3 4 5 6 7 8 9 10 11 12

2.689·103 2.091·103 1.089·104 1.054·103 1.061·104 -2.474·103 153.157 1.043·103 1.043·103 1.1·103 -460.016 1.171·104 1.041·104

=

2

(3)

P ř íloha F - Metoda uvol ň ování

Metoda uvol ň ování pro statickou výšku 600 mm

m9:= 218.4 m3:= 19.1 m2:= 14.9

ag:= 9.81 Ra:= 0 Rby:= 0 Rcx:= 0 Rcy:= 0 Rc:= 0 Rfx:= 0 Rfy:= 0 Rf:= 0 Fp1:= 0 Fp2:= 0 Foz:= 0 Fvm:= 0 Fvv:= 0

Given

Rovnice t ě lesa 2:

−Fp2⋅0.686+Rfy 0.428⋅ + Rfx 0.27⋅ + Fvm 0.083⋅ −m2 ag⋅ ⋅0.417=0

Rovnice t ě lesa 3:

Rby 0.75⋅ −Fp1 0.553⋅ −m3 ag⋅ ⋅0.335+Rcx 0.093⋅ −Rcy 0.16⋅ −Foz 0.075⋅ =0

Rovnice t ě lesa 4:

−Fvm⋅0.083+ Fvv 0.081⋅ −Foz 0.075⋅ =0

Rovnice t ě lesa 9:

Ra m9 ag− ⋅ +Rby=0

Ra 1.649⋅ −m9 ag⋅ ⋅0.914=0

Rovnice t ě lesa 11:

Fvv cos 7 π

⋅180

 

 

−Rcx Fp1 sin 28.7 π

⋅180

 

 

+ =0

Fvv sin 7 π

⋅180

 

 

−Rcy Fp1 cos 28.7 π

⋅180

 

 

=0

−Fvv⋅0.128+Fp1 0.368⋅ =0

Rc= Rcx2+ Rcy2

Rovnice t ě lesa 13:

Fp2 sin 28.7 π

⋅180

 

 

−Rfx=0

3

(4)

P ř íloha F - Metoda uvol ň ování

−Ra Fp2 cos 28.7 π

⋅180

 

 

+ −Rfy=0

−Ra⋅0.321+ Fp2 0.181⋅ =0 Rf = Rfx2+ Rfy2

Find Fp1 Fp2

(

, , Rc, Rf, Rcx, Rcy, Rfx, Rfy, Ra, Rby, Foz, Fvm, Fvv

)

0 0

1 2 3 4 5 6 7 8 9 10 11 12

4.096·103 2.106·103 1.382·104 1.208·103 1.365·104 -2.158·103 1.011·103 659.798 1.188·103

954.967 47.456 1.145·104 1.178·104

=

4

References

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