FGPG.ipynb

{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 기어 설계 참고 사항\n",
    "\n",
    "* Ref : http://blog.daum.net/gear-root/44\n",
    "\n",
    "## 기어 정밀도 등급별 비교표 (대략)\n",
    "\n",
    "_USA, FR, RU, UK 등은 생략_\n",
    "\n",
    "|Nation |Standard                |  |  |  |  |  |  |  |  |  |  |  |  |  |\n",
    "|-------|------------------------|--|--|--|--|--|--|--|--|--|--|--|--|--|\n",
    "|ISO    |ISO 1328:1975           |0 |1 |2 |3 |4 |5 |6 |7 |8 |9 |10|11|12|\n",
    "|KR     |KS B ISO 1328-1.2:2005  |0 |1 |2 |3 |4 |5 |6 |7 |8 |9 |10|11|12|\n",
    "|JP     |JIS B 1702-1.2:1998     |0 |1 |2 |3 |4 |5 |6 |7 |8 |9 |10|11|12|\n",
    "|DE    |DIN 3962.3:1959          |  |1 |2 |3 |4 |5 |6 |7 |8 |9 |10|11|12|\n",
    "|KR(old) |KS B 1405-85:1971      |  |  |  |  |0 |1 |2 |3 |4 |5 |6 |7 |8 |\n",
    "|JP(old) |KS B 1702:1976         |  |  |  |  |0 |1 |2 |3 |4 |5 |6 |7 |8 |\n",
    "\n",
    "## 가공방법에 따른 정밀도 등급 한계 (대략)\n",
    "\n",
    "_기계 상태가 좋고, 뛰어난 숙련공이 작업하고, 품질검수를 제대로 할 경우에는, 아래의 도달 한계등급보다 1등급 더 높은 등급까지 기대 가능_\n",
    "\n",
    "|가공방법                    |도달 한계 등급(KS B ISO 1328-1.2:2005) |\n",
    "|---------------------------|-------------------------------------|\n",
    "|CNC (초경 CBN날로 마무리)    |6                                    |\n",
    "|연삭(Grind) 마무리          |4                                    |\n",
    "|쉐이빙(Shave) 마무리        |7                                    |\n",
    "|랙커터(Rack Cutter) 셰이퍼(Shaper) 가공      |8                    |\n",
    "|디스크 커터(Disc Cutter) 셰이퍼(Shaper) 가공  |9                    |\n",
    "|AA급 호브(Hob)             |8                                    |\n",
    "|A급 호브(Hob)              |9                                    |\n",
    "|B급 호브(Hob)              |10                                    |\n",
    "|사출성형                   |10                                    |\n",
    "\n",
    "## 용도별 정밀도 등급 기준\n",
    "\n",
    "* Ref : http://blog.daum.net/_blog/BlogTypeView.do?blogid=05KgA&articleno=16050627&_bloghome_menu=recenttext\n",
    "\n",
    "|등급(KS B ISO 1328-1.2:2005)  |용도                   |가공방법           |\n",
    "|-----------------------------|-----------------------|------------------|\n",
    "|2                            |기준 원기용 마스터 기어   |형상 연마           |\n",
    "|3                            |검사 부서의 마스터 기어   |형상 연마 및 창성 연마 |\n",
    "|4                            |공장의 마스터 기어        |형상 연마 및 창성 연마 |\n",
    "|4                            |측정기기의 매커니즘       |형상 연마 및 창성 연마 |\n",
    "|4                            |초고속 회전, 극한 하중    |형상 연마 및 창성 연마 |\n",
    "|5                            |산업용 로봇 정밀급 감속기  |형상 연마 및 창성 연마 |\n",
    "|5,6                          |공작기계                |형상 연마 및 창성 연마 |\n",
    "|5,6                          |항공기용 터빈 기어       |형상 연마 및 창성 연마 |\n",
    "|5,6                          |측정기기의 구동          |형상 연마 및 창성 연마 |\n",
    "|6,7                          |자동차 변속기의 최고속 부위 |호브,셰이퍼,쉐이빙후 경화하고, 이후 연마 |\n",
    "|8,9                          |자동차 변속기의 중저속 부위 |호브,셰이퍼,쉐이빙후 경화 (연마 생략)   |\n",
    "|8,9                          |철도차량                 |호브,셰이퍼,쉐이빙후 경화 (연마 생략)   |\n",
    "|8,9                          |공구                    |호브,셰이퍼,쉐이빙후 경화 (연마 생략)   |\n",
    "|8,9                          |사무기기                 |호브,셰이퍼,쉐이빙후 경화 (연마 생략)   |\n",
    "|9                            |산업용 로봇의 감속기 입력기어 |호브,셰이퍼,쉐이빙후 경화 (연마 생략)   |\n",
    "|10                           |일반기계(일반 변속기, 호이스트 등)   |인발, 소결, 사출성형         |\n",
    "|11,12                        |일반 농업용 장비          |                  |\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
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   "source": [
    "#########################################################################\n",
    "# FGPG (Fine_Gear_Profile_Generator) V13\n",
    "# 20200319\n",
    "# by Dongho Kim  from Korea\n",
    "# dymaxion.kim@gmail.com\n",
    "# http://dymaxionkim.blogspot.kr/\n",
    "#########################################################################\n",
    "## Ref.\n",
    "# http://tro.kr/29\n",
    "# http://en.wikipedia.org/wiki/Coordinate_rotations_and_reflections\n",
    "# http://dip28p.web.fc2.com/\n",
    "#########################################################################\n",
    "## History\n",
    "# 20141114 V0.44 : SageMath Version\n",
    "# 20150519 V0.1 : Trying to Conversion for Julia, Trying Interact Macro\n",
    "# 20150519 V0.2 : Studying about Lack\n",
    "# 20150527 V01 : Plotting Whole Gear at first\n",
    "# 20150527 V02 : Trying Interact Macro\n",
    "# 20150527 V03 : Debug V01\n",
    "# 20150527 V04 : Adding Annotations, Saving Profile Data File, ...\n",
    "# 20150527 V05 : Adding More Error Checks, Making geo File\n",
    "# 20150528 V06 : Debug Making geo File\n",
    "# 20150528 V07 : Align vertically Gear, Add Shaft\n",
    "# 20150528 V08 : Modifying Sequences, Debug Making geo File, Make new Figure, Make svg Pictures, Save scr File, Modify Annotations\n",
    "# 20150530 V09 : Modifying Shaft, Internal-External Condition, geo File\n",
    "# 20150531 V10 : Adding version Variable\n",
    "# 20150602 V11 : Making case.sif, case.bat, case.sh files\n",
    "# 20161022 V12 : Conversion for Julia V0.5\n",
    "# 20181127 V13 : Conversion for Julia V1.0\n",
    "# 20200319 V14 : Add Some KS Standard Results\n",
    "# 20200222 V15 : Add DataFrame argument for CSV.read() / xlrd do not support xlsx anymore.\n",
    "#########################################################################\n",
    "## Todo\n",
    "# Write Theory Doc\n",
    "# Write User Manual\n",
    "# Write Some Actual Examples\n",
    "# Tip Relief to Modifying Tooth Profile\n",
    "# Profile Repairing in Undercut Condition\n",
    "# Change Result File Name based in Time\n",
    "# Build to Standalone Executable\n",
    "\n",
    "using CSV\n",
    "using DataFrames\n",
    "using PyPlot\n",
    "PyPlot.svg(true)\n",
    "\n",
    "############################\n",
    "# Parameters\n",
    "version = \"v15\"\n",
    "m = 1  # Module\n",
    "z = 20  # Teeth Number\n",
    "alpha_0_deg = 20  # Pressure Angle [Deg]\n",
    "x = 0.2  # Offset Factor\n",
    "b = 0  # Backlash Factor\n",
    "a = 1.0  # Addendum of Tooth\n",
    "d = 1.2  # Dedendum of Tooth\n",
    "c = 0.3  # Radius Factor of Edge Round of Hob\n",
    "e = 0.2  # Radius Factor of Edge Round of Tooth\n",
    "# Center of Gear\n",
    "x_0 = 0\n",
    "y_0 = 0\n",
    "# Segmentation Points Numbers for each curves\n",
    "seg_circle = 360\n",
    "seg_involute = 50\n",
    "seg_edge_r = 4\n",
    "seg_root_r = 20\n",
    "seg_center = 2\n",
    "seg_outter = 4\n",
    "seg_root = 4\n",
    "\n",
    "\n",
    "############################\n",
    "# Input Parameters from input4fgpg.csv file\n",
    "input4fgpg = CSV.read(\"input4fgpg.csv\",DataFrame)\n",
    "m = Float64(input4fgpg[1,3])\n",
    "z = Int(input4fgpg[2,3])\n",
    "alpha_0_deg = Float64(input4fgpg[3,3])\n",
    "alpha_0 = alpha_0_deg*2*pi/360\n",
    "x = Float64(input4fgpg[4,3])\n",
    "b = Float64(input4fgpg[5,3])\n",
    "a = Float64(input4fgpg[6,3])\n",
    "d = Float64(input4fgpg[7,3])\n",
    "c = Float64(input4fgpg[8,3])\n",
    "e = Float64(input4fgpg[9,3])\n",
    "x_0 = Float64(input4fgpg[10,3])\n",
    "y_0 = Float64(input4fgpg[11,3])\n",
    "seg_circle = Int(input4fgpg[12,3])\n",
    "seg_involute = Int(input4fgpg[13,3])\n",
    "seg_edge_r = Int(input4fgpg[14,3])\n",
    "seg_root_r = Int(input4fgpg[15,3])\n",
    "seg_center = Int(input4fgpg[16,3])\n",
    "seg_outter = Int(input4fgpg[17,3])\n",
    "seg_root = Int(input4fgpg[18,3])\n",
    "\n",
    "\n",
    "############################\n",
    "# Involute Curve\n",
    "# alpha_m = Center Line's Slope [Rad]\n",
    "alpha_m = pi/z\n",
    "# alpha_is = Start Angle for Involute Curve\n",
    "alpha_is = alpha_0 + pi/(2*z) + b/(z*cos.(alpha_0)) - (1+2*x/z)*sin.(alpha_0)/cos.(alpha_0)\n",
    "# theta_is = Minimum Range of Parameter to Draw Involute Curve\n",
    "theta_is = sin.(alpha_0)/cos.(alpha_0) + 2*(c*(1-sin.(alpha_0))+x-d)/(z*cos.(alpha_0)*sin.(alpha_0))\n",
    "# theta_ie = Maximum Range of Parameter to Draw Involute Curve\n",
    "theta_ie = 2*e/(z*cos.(alpha_0)) + sqrt.( ((z+2*(x+a-e))/(z*cos.(alpha_0)))^2 - 1 )\n",
    "# Condition of theta_ie\n",
    "if alpha_m<alpha_is+theta_ie-atan.(theta_ie)\n",
    "    # theta_ie를 뉴튼라프슨법으로 수치해석하여 근사해를 다시 구해서 작도에 적용해야 함 (아직 미구현)\n",
    "end\n",
    "# Condition of Undercut\n",
    "if theta_is<0 && (z/2)*sin.(alpha_0)^2<d-x-c*(1-sin.(alpha_0))\n",
    "    # 언더컷 발생한 경우이므로, theta_ie, theta_te를 비선형 연립방정식 반복해법으로 다시 구해야 함 (아직 미구현)\n",
    "end\n",
    "THETA1 = range(theta_is,stop=theta_ie,length=seg_involute) \n",
    "X1 = ones(length(THETA1))\n",
    "Y1 = X1\n",
    "X1 = x_0 .+ (1 ./2).*m.*z.*cos.(alpha_0).*sqrt.(1 .+THETA1.^2).*cos.(alpha_is .+THETA1 .-atan.(THETA1))\n",
    "Y1 = y_0 .+ (1 ./2).*m.*z.*cos.(alpha_0).*sqrt.(1 .+THETA1.^2).*sin.(alpha_is .+THETA1 .-atan.(THETA1))\n",
    "#plot(X1,Y1,color=\"red\",linestyle=\"-\")\n",
    "\n",
    "\n",
    "############################\n",
    "# Edge Round Curve of Tooth\n",
    "# alpha_e = Angle between Tooth's Center & End Point of Tooth\n",
    "alpha_e = alpha_is + theta_ie - atan.(sqrt.( ( (z .+2*(x+a-e))/(z*cos.(alpha_0)) )^2 - 1 ))\n",
    "# modify \"e\"\n",
    "if alpha_e>alpha_m && alpha_m>alpha_is+theta_ie-atan.(theta_ie)\n",
    "    e = (z/2)*cos.(alpha_0)*( theta_ie - sqrt.( (1/cos.(alpha_is+theta_ie-alpha_m))^2-1 ) )\n",
    "end\n",
    "# x_e, y_e = Location of Tooth's End Point\n",
    "x_e = x_0 + m*((z/2)+x+a)*cos.(alpha_e)\n",
    "y_e = y_0 + m*((z/2)+x+a)*sin.(alpha_e)\n",
    "# x_e0, y_e0 = Location of Edge Round Center\n",
    "x_e0 = m*(z/2+x+a-e)*cos.(alpha_e) + x_0\n",
    "y_e0 = m*(z/2+x+a-e)*sin.(alpha_e) + y_0\n",
    "# Parameter Range of Edge Round\n",
    "theta3_min = atan.((Y1[length(Y1)]-y_e0)/(X1[length(X1)]-x_e0))\n",
    "theta3_max = atan.((y_e-y_e0)/(x_e-x_e0))\n",
    "THETA3 = range(theta3_min,stop=theta3_max,length=seg_edge_r) \n",
    "X3 = m*e*cos.(THETA3) .+ x_e0\n",
    "Y3 = m*e*sin.(THETA3) .+ y_e0\n",
    "#plot(X3,Y3,color=\"green\",linestyle=\"-\")\n",
    "\n",
    "\n",
    "############################\n",
    "# Root Round Curve of Tooth\n",
    "# Condition Check\n",
    "# alpha_ts = Start Angle of Root Round Curve\n",
    "# THETA_s = Substitution Variable to plot Root Round Curve\n",
    "alpha_ts = (2*(c*(1-sin.(alpha_0))-d)*sin.(alpha_0)+b)/(z*cos.(alpha_0)) - 2*c*cos.(alpha_0)/z + pi/(2*z)\n",
    "theta_te = 2*c*cos.(alpha_0)/z - 2*(d-x-c*(1-sin.(alpha_0)))*cos.(alpha_0)/(z*sin.(alpha_0))\n",
    "THETA_t  = range(0,stop=theta_te,length=seg_root_r) \n",
    "if c!=0 && (d-x-c)==0\n",
    "    # mc를 반지름으로 하는 원호를 그려서 대체하게 됨\n",
    "    THETA_s = (pi/2)*ones(length(THETA_t))\n",
    "    elseif c==0 && (d-x-c)==0\n",
    "    # 루트커브 작도 생략하고, (x_is,y_is) 점을 대칭으로 이뿌리호를 그려서 대체하게 됨\n",
    "    elseif (d-x-c)!=0\n",
    "    THETA_s = atan.((m*z*THETA_t/2)/(m*d-m*x-m*c))\n",
    "end\n",
    "X_t = x_0 .+ m*( (z/2+x-d+c).*cos.(THETA_t.+alpha_ts) .+ (z/2)*THETA_t.*sin.(THETA_t.+alpha_ts) - c.*cos.(THETA_s.+THETA_t.+alpha_ts) )\n",
    "Y_t = y_0 .+ m*( (z/2+x-d+c).*sin.(THETA_t.+alpha_ts) .- (z/2)*THETA_t.*cos.(THETA_t.+alpha_ts) - c.*sin.(THETA_s.+THETA_t.+alpha_ts) )\n",
    "#plot(X_t,Y_t,color=\"green\",linestyle=\"-\")\n",
    "\n",
    "\n",
    "############################\n",
    "# Outter Arc\n",
    "#alpha_em = 2*alpha_m-alpha_e\n",
    "#x_em = x_0 + m*(z/2+x+a)*cos.(alpha_em)\n",
    "#y_em = y_0 + m*(z/2+x+a)*cos.(alpha_em)\n",
    "THETA6  = range(alpha_e,stop=alpha_m,length=seg_outter) \n",
    "X6 = m*(z/2+a+x)*cos.(THETA6) .+x_0\n",
    "Y6 = m*(z/2+a+x)*sin.(THETA6) .+y_0\n",
    "#plot(X6,Y6,color=\"red\",linestyle=\"-\")\n",
    "\n",
    "\n",
    "############################\n",
    "# Root Arc\n",
    "#x_rm = x_0 + m*(z/2+x-d)*cos.(alpha_ts)\n",
    "#y_rm = y_0 - m*(z/2+x-d)*sin.(alpha_ts)\n",
    "THETA7  = range(0,stop=alpha_ts,length=seg_root) \n",
    "X7 = m*(z/2-d+x)*cos.(THETA7) .+x_0\n",
    "Y7 = m*(z/2-d+x)*sin.(THETA7) .+y_0\n",
    "#plot(X7,Y7,color=\"red\",linestyle=\"-\")\n",
    "\n",
    "\n",
    "############################\n",
    "# Combine Curves\n",
    "# Not using Root Round Curve (X_t,Y_t)\n",
    "if c==0 && (d-x-c)==0\n",
    "    Xc = X7[1:length(X7)-1]\n",
    "    Yc = Y7[1:length(Y7)-1]\n",
    "else\n",
    "    Xc = [ X7[1:length(X7)-1]; X_t[1:length(X_t)-1] ]\n",
    "    Yc = [ Y7[1:length(Y7)-1]; Y_t[1:length(Y_t)-1] ]\n",
    "end\n",
    "# Not using Edge Round Curve (X3,Y3)\n",
    "if e==0 || alpha_m==alpha_is+theta_ie-atan.(theta_ie)\n",
    "    Xc = [ Xc; X1[1:length(X1)-1] ]\n",
    "    Yc = [ Yc; Y1[1:length(Y1)-1] ]\n",
    "else\n",
    "    Xc = [ Xc; X1[1:length(X1)-1]; X3[1:length(X3)-1] ]\n",
    "    Yc = [ Yc; Y1[1:length(Y1)-1]; Y3[1:length(Y3)-1] ]\n",
    "end\n",
    "# Not using Outter Arc (X6,Y6)\n",
    "if alpha_e == alpha_m || alpha_m==alpha_is+theta_ie-atan.(theta_ie)\n",
    "    Xc = Xc\n",
    "    Yc = Yc\n",
    "else\n",
    "    Xc = [ Xc; X6[1:length(X6)-1] ]\n",
    "    Yc = [ Yc; Y6[1:length(Y6)-1] ]\n",
    "end\n",
    "#Xc = [ X7[1:length(X7)-1]; X_t[1:length(X_t)-1]; X1[1:length(X1)-1]; X3[1:length(X3)-1]; X6[1:length(X6)-1]]\n",
    "#Yc = [ Y7[1:length(Y7)-1]; Y_t[1:length(Y_t)-1]; Y1[1:length(Y1)-1]; Y3[1:length(Y3)-1]; Y6[1:length(Y6)-1]]\n",
    "#plot(Xc,Yc,color=\"black\",linestyle=\"-\",linewidth=2)\n",
    "\n",
    "\n",
    "############################\n",
    "# Make Whole One Tooth\n",
    "Xc2 = Xc[2:length(Xc)]\n",
    "Yc2 = Yc[2:length(Yc)]\n",
    "# Reflect Transform\n",
    "Xcc = cos.(2*alpha_m)*(Xc2 .-x_0) .+ sin.(2*alpha_m)*(Yc2 .-y_0)\n",
    "Ycc = sin.(2*alpha_m)*(Xc2 .-x_0) .- cos.(2*alpha_m)*(Yc2 .-y_0)\n",
    "# Location Transform to (x_0,y_0)\n",
    "Xcc = Xcc .+ x_0\n",
    "Ycc = Ycc .+ y_0\n",
    "# Invert\n",
    "Xcc = Xcc[length(Xcc):-1:1]\n",
    "Ycc = Ycc[length(Ycc):-1:1]\n",
    "# Combine\n",
    "Xcc = [Xc; Xcc]\n",
    "Ycc = [Yc; Ycc]\n",
    "#plot(Xcc,Ycc,color=\"black\",linestyle=\"-\",linewidth=2)\n",
    "\n",
    "\n",
    "############################\n",
    "# Align to Top\n",
    "align_angle = pi/2-pi/z\n",
    "X_align = Xcc\n",
    "Y_align = Ycc\n",
    "# Rotate\n",
    "X_align = cos.(align_angle)*(Xcc .-x_0) .- sin.(align_angle)*(Ycc .-y_0)\n",
    "Y_align = sin.(align_angle)*(Xcc .-x_0) .+ cos.(align_angle)*(Ycc .-y_0)\n",
    "# Location Transform to (x_0,y_0)\n",
    "X_align = X_align .+ x_0\n",
    "Y_align = Y_align .+ y_0\n",
    "#plot(X_align,Y_align,color=\"black\",linestyle=\"-\",linewidth=2)\n",
    "\n",
    "\n",
    "############################\n",
    "# Make Whole Gear\n",
    "p_angle = 2*pi/z\n",
    "Xccc = X_align\n",
    "Yccc = Y_align\n",
    "Xtemp = X_align[2:length(X_align)]\n",
    "Ytemp = Y_align[2:length(Y_align)]\n",
    "for i = 1:z-1\n",
    "    # Rotate\n",
    "    Xtemp = cos.(p_angle*i).*(X_align[2:length(X_align)] .- x_0) .- sin.(p_angle*i).*(Y_align[2:length(Y_align)] .- y_0)\n",
    "    Ytemp = sin.(p_angle*i).*(X_align[2:length(X_align)] .- x_0) .+ cos.(p_angle*i).*(Y_align[2:length(Y_align)] .- y_0)\n",
    "    # Location Transform to (x_0,y_0)\n",
    "    Xtemp = Xtemp .+ x_0\n",
    "    Ytemp = Ytemp .+ y_0\n",
    "    Xccc = [Xccc; Xtemp]\n",
    "    Yccc = [Yccc; Ytemp]\n",
    "end\n",
    "\n",
    "\n",
    "############################\n",
    "# Plot Figure\n",
    "f=figure(figsize=(10,10))\n",
    "grid(\"on\")\n",
    "title(\"FGPG (Fine_Gear_Profile_Generator) $version \\n by Dymaxion.Kim\")\n",
    "axis(\"equal\")\n",
    "\n",
    "\n",
    "############################\n",
    "# Base, Pitch, Offset, Outter, Root Circle\n",
    "THETA0 = range(0.0,stop=2*pi,length=seg_circle) \n",
    "# Base Circle\n",
    "base_dia = m*z*cos.(alpha_0)\n",
    "X_base = base_dia/2*sin.(THETA0) .+ x_0\n",
    "Y_base = base_dia/2*cos.(THETA0) .+ y_0\n",
    "plot(X_base, Y_base, color=\"cyan\", linestyle=\"--\")\n",
    "# Pitch Circle\n",
    "pitch_dia = m*z\n",
    "X_pitch = pitch_dia/2*sin.(THETA0) .+ x_0\n",
    "Y_pitch = pitch_dia/2*cos.(THETA0) .+ y_0\n",
    "plot(X_pitch, Y_pitch, color=\"magenta\", linestyle=\"--\")\n",
    "# Offset Circle\n",
    "offset_dia = 2*m*(z/2+x)\n",
    "X_offset = (offset_dia/2)*sin.(THETA0) .+ x_0\n",
    "Y_offset = (offset_dia/2)*cos.(THETA0) .+ y_0\n",
    "plot(X_offset, Y_offset, color=\"red\", linestyle=\"--\")\n",
    "# Outter Circle\n",
    "outter_dia = 2*m*(z/2+x+a)\n",
    "X_out = (outter_dia/2)*sin.(THETA0) .+ x_0\n",
    "Y_out = (outter_dia/2)*cos.(THETA0) .+ y_0\n",
    "plot(X_out, Y_out, color=\"brown\", linestyle=\"--\")\n",
    "# Root Circle\n",
    "root_dia = 2*m*(z/2+x-d)\n",
    "X_root = (root_dia/2)*sin.(THETA0) .+ x_0\n",
    "Y_root = (root_dia/2)*cos.(THETA0) .+ y_0\n",
    "plot(X_root, Y_root, color=\"grey\", linestyle=\"--\")\n",
    "\n",
    "\n",
    "############################\n",
    "# Center Line of Tooth\n",
    "X_m = range(x_0,stop=(m*(z/2+a+x))*cos.(alpha_m)+x_0,length=seg_center) \n",
    "Y_m = (X_m .- x_0).*tan.(alpha_m) .+ y_0\n",
    "plot(X_m,Y_m,color=\"orange\",linestyle=\"--\")\n",
    "\n",
    "\n",
    "############################\n",
    "# Shaft\n",
    "THETA8 = range(0,stop=2*pi,length=seg_circle) \n",
    "if a<d  # Outternal Gear\n",
    "    d_shaft = m*(z+x-d)-m*(4*(a+d))\n",
    "    elseif a>d  # Internal Gear\n",
    "    d_shaft = m*(z+x+a)+m*(4*(a+d))\n",
    "    elseif a==d  # No correct\n",
    "    #d_shaft = m*(z+x-d)-m*(2*(a+d))\n",
    "    d_shaft = 0\n",
    "end\n",
    "X_shaft = (d_shaft/2)*sin.(THETA8) .+ x_0\n",
    "Y_shaft = (d_shaft/2)*cos.(THETA8) .+ y_0\n",
    "plot(X_shaft, Y_shaft, color=\"black\", linestyle=\"-\", linewidth=2)\n",
    "\n",
    "\n",
    "############################\n",
    "# Plot Whole Gear\n",
    "plot(Xccc,Yccc,color=\"black\",linestyle=\"-\",linewidth=2)\n",
    "char_scale = 0.03*m*z\n",
    "annotate([\"Module = $m mm\"],xy=(x_0,y_0+5*char_scale),ha=\"center\",va=\"center\",color=\"black\",fontsize=\"x-small\")\n",
    "annotate([\"Teeth Number = $z ea\"],xy=(x_0,y_0+4*char_scale),ha=\"center\",va=\"center\",color=\"black\",fontsize=\"x-small\")\n",
    "annotate([\"Pressure Angle = $alpha_0_deg DEG\"],xy=(x_0,y_0+3*char_scale),ha=\"center\",va=\"center\",color=\"black\",fontsize=\"x-small\")\n",
    "annotate([\"Offset Factor = $x\"],xy=(x_0,y_0+2*char_scale),ha=\"center\",va=\"center\",color=\"black\",fontsize=\"x-small\")\n",
    "annotate([\"Backlash Factor = $b\"],xy=(x_0,y_0+1*char_scale),ha=\"center\",va=\"center\",color=\"black\",fontsize=\"x-small\")\n",
    "annotate([\"Addendum Factor = $a\"],xy=(x_0,y_0+0*char_scale),ha=\"center\",va=\"center\",color=\"black\",fontsize=\"x-small\")\n",
    "annotate([\"Dedendum Factor = $d\"],xy=(x_0,y_0-1*char_scale),ha=\"center\",va=\"center\",color=\"black\",fontsize=\"x-small\")\n",
    "annotate([\"Radius Factor of Edge Round of Hob = $c\"],xy=(x_0,y_0-2*char_scale),ha=\"center\",va=\"center\",color=\"black\",fontsize=\"x-small\")\n",
    "annotate([\"Radius Factor of Edge Round of Tooth = $e\"],xy=(x_0,y_0-3*char_scale),ha=\"center\",va=\"center\",color=\"black\",fontsize=\"x-small\")\n",
    "annotate([\"Center Position [mm] = ($x_0,$y_0)\"],xy=(x_0,y_0-4*char_scale),ha=\"center\",va=\"center\",color=\"black\",fontsize=\"x-small\")\n",
    "legend([\"Base Circle Dia = $base_dia\", \"Pitch Circle Dia = $pitch_dia\", \"Offset Circle Dia = $offset_dia\",\n",
    "    \"Outter Circle Dia = $outter_dia\", \"Root Circle Dia = $root_dia\", \"Center Line\"], loc=\"lower left\", fontsize=\"x-small\")\n",
    "savefig(\"case01.svg\")\n",
    "\n",
    "\n",
    "############################\n",
    "# Figuer 2\n",
    "f2=figure(figsize=(10,10))\n",
    "grid(\"on\")\n",
    "title(\"FGPG (Fine_Gear_Profile_Generator) $version \\n by Dymaxion.Kim\")\n",
    "axis(\"equal\")\n",
    "\n",
    "\n",
    "############################\n",
    "# Base, Pitch, Offset, Outter, Root Circle 2\n",
    "THETA9 = range(atan.(X_align[length(X_align)]/Y_align[length(Y_align)]),stop=atan.(X_align[1]/Y_align[1]),length=Int(seg_circle/10)) \n",
    "# Base Circle\n",
    "X_base9 = base_dia/2*sin.(THETA9) .+ x_0\n",
    "Y_base9 = base_dia/2*cos.(THETA9) .+ y_0\n",
    "plot(X_base9, Y_base9, color=\"cyan\", linestyle=\"--\")\n",
    "# Pitch Circle\n",
    "X_pitch9 = pitch_dia/2*sin.(THETA9) .+ x_0\n",
    "Y_pitch9 = pitch_dia/2*cos.(THETA9) .+ y_0\n",
    "plot(X_pitch9, Y_pitch9, color=\"magenta\", linestyle=\"--\")\n",
    "# Offset Circle\n",
    "X_offset9 = (offset_dia/2)*sin.(THETA9) .+ x_0\n",
    "Y_offset9 = (offset_dia/2)*cos.(THETA9) .+ y_0\n",
    "plot(X_offset9, Y_offset9, color=\"red\", linestyle=\"--\")\n",
    "# Outter Circle\n",
    "X_out9 = (outter_dia/2)*sin.(THETA9) .+ x_0\n",
    "Y_out9 = (outter_dia/2)*cos.(THETA9) .+ y_0\n",
    "plot(X_out9, Y_out9, color=\"brown\", linestyle=\"--\")\n",
    "# Root Circle\n",
    "X_root9 = (root_dia/2)*sin.(THETA9) .+ x_0\n",
    "Y_root9 = (root_dia/2)*cos.(THETA9) .+ y_0\n",
    "plot(X_root9, Y_root9, color=\"grey\", linestyle=\"--\")\n",
    "\n",
    "\n",
    "############################\n",
    "# Plot only One Tooth\n",
    "plot(X_align,Y_align,color=\"black\",linestyle=\"-\",linewidth=1)\n",
    "plot(X_align,Y_align,\"b.\")\n",
    "base_radius = base_dia/2\n",
    "pitch_radius = pitch_dia/2\n",
    "offset_radius = offset_dia/2\n",
    "outter_radius = outter_dia/2\n",
    "root_radius = root_dia/2\n",
    "xmm = x*m\n",
    "emm = e*m\n",
    "bmm = b*m\n",
    "cmm = c*m\n",
    "annotate([\"Base Radius = $base_radius mm\"],xy=(0,base_dia/2),ha=\"center\",va=\"bottom\",color=\"cyan\",fontsize=\"x-small\")\n",
    "annotate([\"Pitch Radius = $pitch_radius mm\"],xy=(0,pitch_dia/2),ha=\"left\",va=\"bottom\",color=\"magenta\",fontsize=\"x-small\")\n",
    "annotate([\"Offset Radius = $offset_radius mm\"],xy=(0,offset_dia/2),ha=\"right\",va=\"bottom\",color=\"red\",fontsize=\"x-small\")\n",
    "annotate([\"Outter Radius = $outter_radius mm\"],xy=(0,outter_dia/2),ha=\"right\",va=\"bottom\",color=\"brown\",fontsize=\"x-small\")\n",
    "annotate([\"Root Radius = $root_radius mm\"],xy=(0,root_dia/2),ha=\"center\",va=\"bottom\",color=\"grey\",fontsize=\"x-small\")\n",
    "annotate([\"Offset = $xmm mm\"],xy=(0,offset_dia/2),ha=\"right\",va=\"top\",color=\"red\",fontsize=\"x-small\")\n",
    "annotate([\"Radius of Hob Edge = $cmm mm\"],\n",
    "        xy=(X_align[seg_root+Int(seg_root_r/2)],Y_align[seg_root+Int(seg_root_r/2)]),\n",
    "        ha=\"right\",va=\"top\",color=\"blue\",fontsize=\"x-small\")\n",
    "annotate([\"Radius of Edge = $emm mm\"],\n",
    "        xy=(X_align[seg_root+seg_root_r+seg_involute],Y_align[seg_root+seg_root_r+seg_involute]),\n",
    "        ha=\"left\",va=\"bottom\",color=\"blue\",fontsize=\"x-small\")\n",
    "annotate([\"Backlash = $bmm mm\"],\n",
    "        xy=(X_align[seg_root+seg_root_r+Int(seg_involute/2)],Y_align[seg_root+seg_root_r+Int(seg_involute/2)]),\n",
    "        ha=\"left\",va=\"bottom\",color=\"blue\",fontsize=\"x-small\")\n",
    "amm = a*m\n",
    "dmm = d*m\n",
    "hmm = amm+dmm\n",
    "tmm = 2*X_align[seg_root+seg_root_r]\n",
    "#temm = 2*X_align[seg_root+seg_root_r+seg_involute+Int(seg_edge_r/2)]\n",
    "temm = 2*X_align[seg_root+seg_root_r+seg_involute]\n",
    "annotate([\"Addendum = $amm mm\"],xy=(X_out9[1],Y_out9[1]),ha=\"left\",va=\"top\",color=\"black\",fontsize=\"x-small\")\n",
    "annotate([\"Dedendum = $dmm mm\"],xy=(X_root9[1],Y_root9[1]),ha=\"left\",va=\"top\",color=\"black\",fontsize=\"x-small\")\n",
    "annotate([\"Tooth Height = $hmm mm\"],xy=(X_offset9[1],Y_offset9[1]),ha=\"left\",va=\"top\",color=\"black\",fontsize=\"x-small\")\n",
    "annotate([\"Approx Tooth Thickness = $tmm mm\"],xy=(0,base_dia/2),ha=\"center\",va=\"top\",color=\"black\",fontsize=\"x-small\")\n",
    "annotate([\"Approx Tooth End Thickness = $temm mm\"],xy=(0,outter_dia/2),ha=\"center\",va=\"top\",color=\"black\",fontsize=\"x-small\")\n",
    "\n",
    "savefig(\"case02.svg\")\n",
    "\n",
    "\n",
    "############################\n",
    "# Save case.geo\n",
    "fileout = open(\"case.geo\", \"w\")\n",
    "println(fileout, \"cl__1 = 1;\")\n",
    "num_Point_gear = length(Xccc)\n",
    "num_Line_gear = num_Point_gear-1\n",
    "num_Point_shaft = num_Point_gear + length(X_shaft) -1\n",
    "num_Line_shaft = num_Point_shaft-1\n",
    "for i=1:num_Point_gear\n",
    "    println(fileout, \"Point(\",i,\") = {\",Xccc[i],\", \",Yccc[i],\", \",0,\", \",\"cl__1};\")\n",
    "end\n",
    "for i=num_Point_gear+1:num_Point_shaft\n",
    "    println(fileout, \"Point(\",i,\") = {\",X_shaft[i-num_Point_gear],\", \",Y_shaft[i-num_Point_gear],\", \",0,\", \",\"cl__1};\")\n",
    "end\n",
    "for j=1:num_Line_gear\n",
    "    println(fileout, \"Line(\",j,\") = {\",j,\", \",j+1,\"};\")\n",
    "end\n",
    "println(fileout, \"Line(\",num_Line_gear+1,\") = {\",num_Line_gear+1,\", \",1,\"};\")\n",
    "for j=num_Line_gear+2:num_Line_shaft\n",
    "    println(fileout, \"Line(\",j,\") = {\",j,\", \",j+1,\"};\")\n",
    "end\n",
    "println(fileout, \"Line(\",num_Line_shaft+1,\") = {\",num_Line_shaft+1,\", \",num_Line_gear+2,\"};\")\n",
    "# Combine\n",
    "#array_LineLoop = [1:num_Line_shaft+1]\n",
    "array_LineLoop = Array{Int}(range(1,stop=num_Line_shaft+1,length=num_Line_shaft+1))\n",
    "array_LineLoop[num_Line_gear+2:num_Line_shaft+1] = -array_LineLoop[num_Line_gear+2:num_Line_shaft+1]\n",
    "array_LineLoop = string(array_LineLoop)\n",
    "array_LineLoop = array_LineLoop[2:length(array_LineLoop)-1]\n",
    "println(fileout, \"Line Loop(\",num_Line_shaft+3,\") = {\",array_LineLoop,\"};\")\n",
    "println(fileout, \"Plane Surface(\",num_Line_shaft+3,\") = {\",num_Line_shaft+3,\"};\")\n",
    "#Physical Line(13) = {8, 9};\n",
    "#Physical Surface(14) = {11};\n",
    "array_PhysicalLine = [num_Line_gear+2:num_Line_shaft+1]\n",
    "array_PhysicalLine = string(array_PhysicalLine)\n",
    "array_PhysicalLine = array_PhysicalLine[2:length(array_PhysicalLine)-1]\n",
    "#println(fileout, \"Physical Line(\",num_Line_shaft+4,\") = {\",array_PhysicalLine,\"};\")\n",
    "# Position for Normal Force\n",
    "#position_NormalForce = (length(Xcc)-1) - (seg_root+seg_root_r-2) - (seg_involute-3)\n",
    "#println(fileout, \"Physical Line(\",num_Line_shaft+5,\") = {\",position_NormalForce,\"};\")\n",
    "# Fixed\n",
    "#println(fileout, \"Physical Surface(\",num_Line_shaft+6,\") = {\",num_Line_shaft+3,\"};\")\n",
    "println(fileout, \"Mesh.ElementOrder = 2;\")\n",
    "println(fileout, \"Mesh.RecombineAll = 1;\")\n",
    "close(fileout)\n",
    "\n",
    "\n",
    "############################\n",
    "# Save case01.scr (Total)\n",
    "fileout = open(\"case01.scr\", \"w\")\n",
    "println(fileout, \"spline\")\n",
    "for i=1:num_Point_gear\n",
    "    println(fileout, Xccc[i],\",\",Yccc[i],\",0\")\n",
    "end\n",
    "println(fileout, Xccc[1],\",\",Yccc[1],\",0\")\n",
    "println(fileout, \"  \")\n",
    "println(fileout, \"circle\")\n",
    "println(fileout, x_0,\",\",y_0)\n",
    "println(fileout, d_shaft/2)\n",
    "close(fileout)\n",
    "\n",
    "############################\n",
    "# Save case02.scr (Single tooth)\n",
    "fileout = open(\"case02.scr\", \"w\")\n",
    "println(fileout, \"spline\")\n",
    "for i=1:length(X_align)\n",
    "    println(fileout, X_align[i],\",\",Y_align[i],\",0\")\n",
    "end\n",
    "println(fileout, -X_align[1],\",\",Y_align[1])\n",
    "println(fileout, \"  \")\n",
    "println(fileout, \"circle\")\n",
    "println(fileout, x_0,\",\",y_0)\n",
    "println(fileout, (outter_dia/2)+m)\n",
    "println(fileout, \"line\")\n",
    "println(fileout, x_0,\",\",y_0)\n",
    "println(fileout, x_0,\",\",(outter_dia/2)+m)\n",
    "println(fileout, \"\")\n",
    "println(fileout, \"array\")\n",
    "println(fileout, \"L\")\n",
    "println(fileout, \"\")\n",
    "println(fileout, \"P\")\n",
    "println(fileout, x_0,\",\",y_0)\n",
    "println(fileout, Int(z*2))\n",
    "println(fileout, \"360\")\n",
    "println(fileout, \"Y\")\n",
    "close(fileout)\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 기어 등급에 따른 오차 허용값 산출\n",
    "\n",
    "_KS B ISO 1328-1:2005, 원통 기어 - 정밀도 등급 제1부 : 기어의 이에 관한 오차의 정의 및 허용값_\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "정밀도 등급 : 9 (구표준 5, KS B 1405-85:1971)\n",
      "단일피치오차 (f_pt) : ±22um\n",
      "부분 누적 피치 오차 (F_pk) : 35um (연속피치수 k=2)\n",
      "누적 피치 오차 (F_p) : 54um\n",
      "전 치형 오차 (F_alpha) : 31um\n"
     ]
    }
   ],
   "source": [
    "## 원하는 정밀도 등급 (0~12급, 계산공식은 5급 기준이고, 이웃 등급과는 sqrt(2) 곱하기 만큼씩 차이가 남)\n",
    "KS = 5;\n",
    "KS = Int(input4fgpg[21,3]);\n",
    "\n",
    "## 구표준 KS B 1405-85 : 1971 정밀도 등급\n",
    "KS_old = KS-4;\n",
    "if KS_old<0; KS_old=0; end\n",
    "\n",
    "## 기준원 지름 (d) 기하평균\n",
    "KS_d = 0.0;\n",
    "if pitch_dia <= 5.0;     KS_d = sqrt(0.0+5.0);\n",
    "    elseif pitch_dia <= 20.0;    KS_d = sqrt(5.0+20.0);\n",
    "    elseif pitch_dia <= 50.0;    KS_d = sqrt(20.0+50.0);\n",
    "    elseif pitch_dia <= 125.0;    KS_d = sqrt(50.0+125.0);\n",
    "    elseif pitch_dia <= 280.0;    KS_d = sqrt(125.0+280.0);\n",
    "    elseif pitch_dia <= 560.0;    KS_d = sqrt(280.0+560);\n",
    "    elseif pitch_dia <= 1000.0;    KS_d = sqrt(560.0+1000.0);\n",
    "    elseif pitch_dia <= 1600.0;    KS_d = sqrt(1000.0+1600.0);\n",
    "    elseif pitch_dia <= 2500.0;    KS_d = sqrt(1600.0+2500.0);\n",
    "    elseif pitch_dia <= 4000.0;    KS_d = sqrt(2500.0+4000.0);\n",
    "    elseif pitch_dia <= 6000.0;    KS_d = sqrt(4000.0+6000.0);\n",
    "    elseif pitch_dia <= 8000.0;    KS_d = sqrt(6000.0+8000.0);\n",
    "    elseif pitch_dia <= 10000.0;    KS_d = sqrt(8000.0+10000.0);\n",
    "end\n",
    "\n",
    "## 모듈(치직각 모듈;정면모듈) (m) 기하평균\n",
    "KS_m = 0.0;\n",
    "if m <= 0.5;    KS_m = sqrt(0.0+0.5);\n",
    "    elseif m <= 2.0;    KS_m = sqrt(0.5+2.0);\n",
    "    elseif m <= 3.5;    KS_m = sqrt(2.0+3.5);\n",
    "    elseif m <= 6.0;    KS_m = sqrt(3.5+6.0);\n",
    "    elseif m <= 10.0;    KS_m = sqrt(6.0+10.0);\n",
    "    elseif m <= 16.0;    KS_m = sqrt(10.0+16.0);\n",
    "    elseif m <= 25.0;    KS_m = sqrt(16.0+25.0);\n",
    "    elseif m <= 40.0;    KS_m = sqrt(25.0+40.0);\n",
    "    elseif m <= 70.0;    KS_m = sqrt(40.0+70.0);\n",
    "end\n",
    "\n",
    "## 치폭 (b) 기하평균 (헬리컬 기어일 경우)\n",
    "temp_b = 10.0;\n",
    "temp_b = Float64(input4fgpg[19,3]);\n",
    "KS_b = 10.0;\n",
    "if temp_b <= 4.0;    KS_m = sqrt(0.0+4.0);\n",
    "    elseif temp_b <= 10.0;    KS_m = sqrt(4.0+10.0);\n",
    "    elseif temp_b <= 20.0;    KS_m = sqrt(10.0+20.0);\n",
    "    elseif temp_b <= 40.0;    KS_m = sqrt(20.0+40.0);\n",
    "    elseif temp_b <= 80.0;    KS_m = sqrt(40.0+80.0);\n",
    "    elseif temp_b <= 160.0;    KS_m = sqrt(80.0+160.0);\n",
    "    elseif temp_b <= 250.0;    KS_m = sqrt(160.0+250.0);\n",
    "    elseif temp_b <= 400.0;    KS_m = sqrt(250.0+400.0);\n",
    "    elseif temp_b <= 650.0;    KS_m = sqrt(400.0+650.0);\n",
    "    elseif temp_b <= 1000.0;    KS_m = sqrt(650.0+1000.0);\n",
    "end\n",
    "\n",
    "## 연속 피치수 (k)\n",
    "## 일반적으로, 2보다 크고, 기어이빨개수(z)의 1/8 보다 작은 정수 값을 선택하여, 직접 입력해 줄 것.\n",
    "KS_k = 0;\n",
    "KS_k = Int(input4fgpg[20,3]);\n",
    "\n",
    "\n",
    "############################\n",
    "# 오차 계산\n",
    "\n",
    "## 단일피치오차 (f_pt)\n",
    "f_pt = 0.0;\n",
    "f_pt = 0.3*(KS_m+0.4*sqrt(KS_d))+4.0;\n",
    "\n",
    "## 부분 누적 피치 오차 (F_pk)\n",
    "F_pk = 0.0;\n",
    "F_pk = f_pt+1.6*sqrt((KS_k-1.0)*KS_m);\n",
    "\n",
    "## 누적 피치 오차 (F_p)\n",
    "F_p = 0.0;\n",
    "F_p = 0.3*KS_m+1.25*sqrt(KS_d)+7.0;\n",
    "\n",
    "## 전 치형 오차 (F_alpha)\n",
    "F_alpha = 0.0;\n",
    "F_alpha = 3.2*sqrt(KS_m)+0.22*sqrt(KS_d)+0.7;\n",
    "\n",
    "## 전 잇줄 오차 (F_beta) - 헬리컬 기어에만 해당\n",
    "F_beta = 0.0;\n",
    "F_beta = 0.1*sqrt(KS_d)+0.63*sqrt(KS_b)+4.2;\n",
    "\n",
    "\n",
    "############################\n",
    "# 등급별로 오차값 산출\n",
    "i = 0;\n",
    "KS_factor = 0.0;\n",
    "if KS==0;    i=(-5);\n",
    "    elseif KS==1;    i=(-4);\n",
    "    elseif KS==2;    i=(-3);\n",
    "    elseif KS==3;    i=(-2);\n",
    "    elseif KS==4;    i=(-1);\n",
    "    elseif KS==5;    i=0;\n",
    "    elseif KS==6;    i=1;\n",
    "    elseif KS==7;    i=2;\n",
    "    elseif KS==8;    i=3;\n",
    "    elseif KS==9;    i=4;\n",
    "    elseif KS==10;    i=5;\n",
    "    elseif KS==11;    i=6;\n",
    "    elseif KS==12;    i=7;\n",
    "end\n",
    "KS_factor = sqrt(2.0)^i;\n",
    "\n",
    " \n",
    "f_pt = f_pt*KS_factor;\n",
    "F_pk = F_pk*KS_factor;\n",
    "F_p = F_p*KS_factor;\n",
    "F_alpha = F_alpha*KS_factor;\n",
    "F_beta = F_beta*KS_factor;\n",
    "\n",
    "############################\n",
    "# 수치의 맺음법\n",
    "if f_pt > 5.0\n",
    "    f_pt = floor(Int64, f_pt);\n",
    "    else\n",
    "    f_pt = floor(Int64,10*f_pt)/10;\n",
    "end\n",
    "if F_pk > 5.0\n",
    "    F_pk = floor(Int64, F_pk);\n",
    "    else\n",
    "    F_pk = floor(Int64,10*F_pk)/10;\n",
    "end\n",
    "if F_p > 5.0\n",
    "    F_p = floor(Int64, F_p);\n",
    "    else\n",
    "    F_p = floor(Int64,10*F_p)/10;\n",
    "end\n",
    "if F_alpha > 5.0\n",
    "    F_alpha = floor(Int64, F_alpha);\n",
    "    else\n",
    "    F_alpha = floor(Int64,10*F_alpha)/10;\n",
    "end\n",
    "if F_beta > 5.0\n",
    "    F_beta = floor(Int64, F_beta);\n",
    "    else\n",
    "    F_beta = floor(Int64,10*F_beta)/10;\n",
    "end\n",
    "\n",
    "############################\n",
    "# 결과값 확인\n",
    "println(\"정밀도 등급 : \",KS,\" (구표준 \",KS_old,\", KS B 1405-85:1971)\")\n",
    "println(\"단일피치오차 (f_pt) : ±\",f_pt,\"um\")\n",
    "println(\"부분 누적 피치 오차 (F_pk) : \",F_pk,\"um (연속피치수 k=\",KS_k,\")\")\n",
    "println(\"누적 피치 오차 (F_p) : \",F_p,\"um\")\n",
    "println(\"전 치형 오차 (F_alpha) : \",F_alpha,\"um\")\n",
    "#println(\"전 잇줄 오차 (F_beta) : \",F_beta,\"um (헬리컬기어일 경우. 치폭 (b) : \",temp_b,\"mm)\")\n"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 기어 등급에 따른 백래시(Backlash) 산출\n",
    "\n",
    "_KS B 1411:2016, 스퍼 기어 및 헬리컬 기어의 백래시_\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Minimum Backlash : 120.0um\n",
      "Average Backlash : 325.0um (Factor 0.0325)\n",
      "Maximum Backlash : 530.0um\n"
     ]
    }
   ],
   "source": [
    "# Read Backlash Data\n",
    "using ExcelReaders\n",
    "KS_Backlash = readxl(\"KSB1411_Backlash_Data.xls\", join([string(KS_old),\"!C2:M41\"]))\n",
    "\n",
    "# Focus on Module (m)\n",
    "i = 0;\n",
    "if m<=0.5; i=1;\n",
    "    elseif m<=1.0; i=3;\n",
    "    elseif m<=1.5; i=5;\n",
    "    elseif m<=2.0; i=7;\n",
    "    elseif m<=2.5; i=9;\n",
    "    elseif m<=3.0; i=11;\n",
    "    elseif m<=3.5; i=13;\n",
    "    elseif m<=4.0; i=15;\n",
    "    elseif m<=5.0; i=17;\n",
    "    elseif m<=6.0; i=19;\n",
    "    elseif m<=7.0; i=21;\n",
    "    elseif m<=8.0; i=23;\n",
    "    elseif m<=10.0; i=25;\n",
    "    elseif m<=12.0; i=27;\n",
    "    elseif m<=14.0; i=29;\n",
    "    elseif m<=16.0; i=31;\n",
    "    elseif m<=18.0; i=33;\n",
    "    elseif m<=20.0; i=35;\n",
    "    elseif m<=22.0; i=37;\n",
    "    elseif m<=25.0; i=39;\n",
    "end\n",
    "KS_Backlash = KS_Backlash[i:(i+1),:,];\n",
    "\n",
    "# Focus on Pitch Diameter (pitch_dia)\n",
    "if pitch_dia<1.5; println(\"Too small pitch_dia\");\n",
    "    elseif pitch_dia<=3.0; i=1;\n",
    "    elseif pitch_dia<=6.0; i=2;\n",
    "    elseif pitch_dia<=12.0; i=3;\n",
    "    elseif pitch_dia<=25.0; i=4;\n",
    "    elseif pitch_dia<=50.0; i=5;\n",
    "    elseif pitch_dia<=100.0; i=6;\n",
    "    elseif pitch_dia<=200.0; i=7;\n",
    "    elseif pitch_dia<=400.0; i=8;\n",
    "    elseif pitch_dia<=800.0; i=9;\n",
    "    elseif pitch_dia<=1600.0; i=10;\n",
    "    elseif pitch_dia<=3200.0; i=11;\n",
    "end\n",
    "KS_Backlash = KS_Backlash[:,i];\n",
    "KS_Backlash[1] = parse(Float64,KS_Backlash[1]);\n",
    "KS_Backlash[2] = parse(Float64,KS_Backlash[2]);\n",
    "\n",
    "println(\"Minimum Backlash : \",KS_Backlash[1],\"um\")\n",
    "println(\"Average Backlash : \",(KS_Backlash[1]+KS_Backlash[2])/2.0,\"um (Factor \",(((KS_Backlash[1]+KS_Backlash[2])/2.0)/1000.0)/m,\")\")\n",
    "println(\"Maximum Backlash : \",KS_Backlash[2],\"um\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 걸치기 이두께 치수 산출\n",
    "\n",
    "_KS B 1406:1990, 스퍼기어 및 헬리컬기어의 측정 방법_"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "걸치기 잇수 (Zm) : 2ea\n",
      "걸치기 이두께 (omega) : 49.803mm (-0.1128, -0.4981)\n"
     ]
    }
   ],
   "source": [
    "if z>=6 && z<=17;    KS_Zm=2;\n",
    "    elseif z<=26;    KS_Zm=3;\n",
    "    elseif z<=35;    KS_Zm=4;\n",
    "    elseif z<=44;    KS_Zm=5;\n",
    "    elseif z<=53;    KS_Zm=6;\n",
    "    elseif z<=62;    KS_Zm=7;\n",
    "    elseif z<=71;    KS_Zm=8;\n",
    "    elseif z<=80;    KS_Zm=9;\n",
    "    elseif z<=89;    KS_Zm=10;\n",
    "    elseif z<=98;    KS_Zm=11;\n",
    "    elseif z<=197;    KS_Zm=12;\n",
    "    elseif z<=116;    KS_Zm=13;\n",
    "    elseif z<=125;    KS_Zm=14;\n",
    "    elseif z<=134;    KS_Zm=15;\n",
    "    elseif z<=143;    KS_Zm=16;\n",
    "    elseif z<=150;    KS_Zm=17;\n",
    "    else println(\"기어의 잇수(z)가 규정범위를 벗어남.\")\n",
    "end\n",
    "\n",
    "#KS_Zm = KS_k;\n",
    "KS_omega = 0.0;\n",
    "KS_omega = m*cos(alpha_0)*(pi*(KS_Zm-0.5)+z*(tan(alpha_0)-alpha_0))+2.0*x*m*sin(alpha_0);\n",
    "KS_omega = floor(Int64,KS_omega*10000.0)/10000.0;\n",
    "\n",
    "## Backlash\n",
    "# Ref : http://m.blog.daum.net/again114/37\n",
    "KS_omega_Backlash_Min = -(KS_Backlash[1]*cos(alpha_0))/1000.0;\n",
    "KS_omega_Backlash_Min = floor(Int64,KS_omega_Backlash_Min*10000.0)/10000.0;\n",
    "KS_omega_Backlash_Max = -(KS_Backlash[2]*cos(alpha_0))/1000.0;\n",
    "KS_omega_Backlash_Max = floor(Int64,KS_omega_Backlash_Max*10000.0)/10000.0;\n",
    "\n",
    "println(\"걸치기 잇수 (Zm) : \",KS_Zm,\"ea\")\n",
    "println(\"걸치기 이두께 (omega) : \",KS_omega,\"mm (\",KS_omega_Backlash_Min,\", \",KS_omega_Backlash_Max,\")\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 기어 요목표 출력"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Finish!\n"
     ]
    }
   ],
   "source": [
    "##############################################################################################\n",
    "## Save case_spec.csv\n",
    "fileout = open(\"case_spec.csv\", \"w\")\n",
    "if alpha_0_deg==20\n",
    "    println(fileout, \"치형, \",\"표준\")\n",
    "    else println(fileout, \"치형, \",\"비표준\")\n",
    "end\n",
    "println(fileout, \"모듈, \",m,\"mm\")\n",
    "println(fileout, \"압력각, \",alpha_0_deg,\"deg\")\n",
    "println(fileout, \"잇수, \",z,\"ea\")\n",
    "println(fileout, \"기준 피치원 지름, \",pitch_dia,\"mm\")\n",
    "println(fileout, \"전위량(Factor), \",x)\n",
    "println(fileout, \"전체 이높이, \",a+d,\"mm\")\n",
    "println(fileout, \"걸치기 이두께\",\" (걸치기 잇수 \",KS_Zm,\"), \",KS_omega,\"mm (\",KS_omega_Backlash_Min,\"/\",KS_omega_Backlash_Max,\")\")\n",
    "println(fileout, \"정밀도 (KS B ISO 1328-1:2005), \",KS,\"급  / 구표준(KS B 1405-85:1971) : \",KS_old,\"급\")\n",
    "println(fileout, \"백래시(단일기어), \",KS_Backlash[1],\"~\",KS_Backlash[2],\"um\")\n",
    "close(fileout)\n",
    "\n",
    "println(\"Finish!\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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