No changes between revisions
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0,0 → 1,110839
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0,0 → 1,117704
do-it@green
pla@3246
null@0
version@1.2.44_1643@null@null
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endsolid OpenSCAD_Model
/Modules/Mechanical/AWSCREEN01A/CAD/SRC/AWSCREEN01A_D03.scad
69,7 → 69,7
rotate ([90,0,angle_sep* i])
translate ([0,0,-D03_tloustka_materialu/2])
linear_extrude (height = D03_tloustka_materialu, convexity = 10)
polygon(points=[[D03_polomer_zavitu,D03_vyska_stitu],[D03_polomer_zavitu, 0],[D03_polomer_stitu - D03_tloustka_materialu,0],[D03_polomer_stitu- D03_tloustka_materialu,3*D03_tloustka_materialu]]);
polygon(points=[[D03_polomer_zavitu- D03_material_za_zavitem-D03_tolerance_zavitu,D03_vyska_stitu],[D03_polomer_zavitu, 0],[D03_polomer_stitu - D03_tloustka_materialu,0],[D03_polomer_stitu- D03_tloustka_materialu,3*D03_tloustka_materialu]]);
 
}
}
/Modules/Mechanical/AWSCREEN01A/CAD/configuration.scad
10,7 → 10,7
D03_tolerance_zavitu=0.75; //tolerance s poloměru
D03_material_za_zavitem=2;
D03_polomer_zavitu=22.5;
D03_polomer_stitu=37.5;
D03_polomer_stitu=47.5;
D03_tloustka_materialu=1.1;
D03_vyska_stitu=15;
D03_pocet_vyztuh=3;
29,7 → 29,7
D01_material_pod_zavitem=5;
D01_material_za_zavitem=3;
D01_material_pred_zavitem=2;
D01_delka_tyce=40;
D01_delka_tyce=50;
D01_sirka_tyce=10;
S01_vyska_komponentu_na_lozisko=D03_vyska_zavitu;
S01_prumer_zavitu=2*D03_polomer_zavitu;
/Modules/Mechanical/AWSCREEN01A/CAD/configuration_old.scad
0,0 → 1,54
$fn=40; // model faces resolution.
 
//OBECNE PARAMETRY
//----------------------------------------------------------------
//----------------------------------------------------------------
 
 
//AWSCREEN01A_D03 -stredni díl
D03_vyska_zavitu=5;
D03_tolerance_zavitu=0.75; //tolerance s poloměru
D03_material_za_zavitem=2;
D03_polomer_zavitu=22.5;
D03_polomer_stitu=37.5;
D03_tloustka_materialu=1.1;
D03_vyska_stitu=15;
D03_pocet_vyztuh=3;
screen_bevel = 20;
PI=3.141592;
 
//AWSCREEN01A_D04
D04_sila_materialu_na_konektor=3;
D04_konenektor_x=12.3;
D04_konenektor_y=19;
D04_konenektor_z=5; //vyska krytu
D04_vyska_drzaku_senzoru=28;
 
 
//AWSCREEN01A_D05 //uchyt velky
D01_material_pod_zavitem=5;
D01_material_za_zavitem=3;
D01_material_pred_zavitem=2;
D01_delka_tyce=40;
D01_sirka_tyce=10;
S01_vyska_komponentu_na_lozisko=D03_vyska_zavitu;
S01_prumer_zavitu=2*D03_polomer_zavitu;
 
 
//AWSCREEN01A_D06 //uchyt na sloup
D02_sila_materialu=4;
D02_vyska_uchytky=40;
D02_prumer_obruby=27; //3/4 trubka
D02_delka_celeho_uchytu=60;
D02_dotahova_vzdalenost=1.5;
D02_prumer_uchytneho_sroubu=4.2;
D02_sirka_matky=9.1; //pro M4
D02_vyska_matky=3;