Nov2017CYRIC < Main

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[[Nov2017CYRICGeneral][%ICON{info}% general infomation]] [[Nov2017CYRICphoto][%ICON{photo}% photo page]]

<img alt="" height="150" src="http://twiki.org/p/pub/Plugins/TWikiDashboardImages/cern-lhc-tunnel.jpg" width="1026" />
---+ Nov. 2017 CYRIC log book

2017&#x5E74;11&#x6708;&#x306E;CYRIC&#x7167;&#x5C04;&#x306E;&#x30ED;&#x30B0;&#x3067;&#x3059;&#x3002;

&#x671F;&#x9593;&#xFF1A;2017/11/5 (Sun.) - 11/9 (Thu.)

&#x53C2;&#x52A0;&#x8005;&#xFF1A;<br />&#x3000;&#x4E5D;&#x5927;: &#x5C0F;&#x6797;%ICON{led-blue}%&#x3000;&#x85E4;&#x91CE;%ICON{led-yellow}%&#x3000;&#x5C71;&#x53E3;%ICON{led-yellow}%<br />&#x3000;&#x4EAC;&#x6559;: &#x5BB6;&#x7530;%ICON{led-blue}%<br />&#x3000;KEK: &#x6C60;&#x4E0A;%ICON{led-blue}%&#x3000;&#x5916;&#x5DDD;%ICON{led-yellow}%&#x3000;&#x4E2D;&#x6751;%ICON{led-yellow}%<br />&#x3000;&#x3000;(&#x663C;&#x30B7;&#x30D5;&#x30C8;&#xFF1A;%ICON{led-yellow}% &#x591C;&#x30B7;&#x30D5;&#x30C8;&#xFF1A;%ICON{led-blue}%)

<br />%TOC%
---++ 11/5 (Sun.)

&#x7B2C;&#x4E00;&#x8A08;&#x6570;&#x5BA4;&#x306E;&#x7AEF;&#x5B50;<br /><font color="#7a4707" face="Bitstream Vera Sans Mono, Andale Mono, Courier, monospace">&#x30FB;</font>&#x6620;&#x50CF;&#x7AEF;&#x5B50;&#x306F;H:&#x86CD;&#x5149;&#x677F;&#x3001;I:BOX<br /><font color="#7a4707" face="Bitstream Vera Sans Mono, Andale Mono, Courier, monospace">&#x30FB;</font>M:finger&#x4E0A;&#x6D41;&#x3001;N:finger&#x4E0B;&#x6D41;
---++ 11/6 (Mon.)

slot15&#x306E;finger&#x306E;current&#x304C;&#x4F4E;&#x3044;&rarr;&#x7167;&#x5C04;BOX&#x304C;&#x56DE;&#x8EE2;&#x3057;&#x3066;&#x3044;&#x305F;, &#x518D;&#x56FA;&#x5B9A;<br /> slot12, 15&#x304C;target&#x306B;&#x623B;&#x3089;&#x306A;&#x3044;&#x554F;&#x984C;&#x767A;&#x751F;<br /> &#x30FB;slot12&#x306F;&#x4E0B;&#x5074;&#x30B9;&#x30A4;&#x30C3;&#x30C1;&#x306E;&#x65AD;&#x7DDA;&#xFF1F;<br /> &#x30FB;slot15&#x306F;&#x4E0B;&#x5074;&#x30B9;&#x30A4;&#x30C3;&#x30C1;&#x53D6;&#x308A;&#x4ED8;&#x3051;&#x90E8;&#x306E;&#x6545;&#x969C;<br /> &#x30FB;slot12, 15&#x5171;&#x306B;"beam side"&#x4EE5;&#x5916;&#x306E;&#x72B6;&#x614B;&#x304C;"no target"(&#x56F3;&#x53C2;&#x7167;)

<img alt="" 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" />

&#x6771;&#x5DE5;&#x5927;&#x30EA;&#x30B8;&#x30C3;&#x30C8;&#x57FA;&#x677F;&#x306F;&#x3001;&#x4E0B;&#x6D41;&#x306B;&#x30A2;&#x30EB;&#x30DF;&#x30C9;&#x30B8;&#x30E1;&#x30C8;&#x30EA;&#x30FC;&#x3092;&#x8A2D;&#x7F6E;

<br /><b>finger &#x306B;&#x3064;&#x3044;&#x3066;</b><br />&#x30FB;&#x30D3;&#x30FC;&#x30E0;&#x4E2D;&#x5FC3;&#x5408;&#x308F;&#x305B;&#x306F;&#xFF0C;&#x4E0A;&#x6D41; bar &#x306B;&#x5F93;&#x3063;&#x305F;&#xFF0E;<br />&#x30FB;&#x4E0B;&#x6D41;&#x306B;&#x8A2D;&#x7F6E;&#x3057;&#x305F; finger &#x306E; bar &#x3092;&#x30B9;&#x30AD;&#x30E3;&#x30F3;&#x3057;&#x305F;&#x304C;&#xFF0C;&#x96FB;&#x6D41;&#x5024;&#x304C;&#x4EE5;&#x4E0A;&#x306B;&#x4F4E;&#x304B;&#x3063;&#x305F;&#xFF0E;&#xFF08;&#x7E26;&#x3082;&#x6A2A;&#x3082;&#xFF09;<br />&#x3000;&#x539F;&#x56E0;&#x306F;&#xFF0C;&#x96FB;&#x6D41;&#x3092;&#x5916;&#x306B;&#x5F15;&#x304D;&#x51FA;&#x3059;&#x5C0E;&#x7DDA;&#x304C;&#x65AD;&#x7DDA;&#x3057;&#x3066;&#x3044;&#x305F;&#x305F;&#x3081;&#xFF0E;<br />&#x30FB;&#x4E0B;&#x6D41; finger &#x4E2D;&#x5FC3;&#x306E;&#x30B9;&#x30AD;&#x30E3;&#x30F3;&#x306F;&#x554F;&#x984C;&#x306A;&#x304F;&#x5B9F;&#x884C;&#x3067;&#x304D;&#x305F;&#xFF0E;

<br /> <b>&#x30B9;&#x30ED;&#x30C3;&#x30C8;&#x5909;&#x66F4;</b><br /> &#x30FB;slot12, 15&#x4E0D;&#x8ABF;&#x306E;&#x305F;&#x3081;, &#x4EE5;&#x4E0B;&#x306E;&#x901A;&#x308A;&#x5909;&#x66F4;(&#x4E0A;&#x6D41;&#x306B;&#x30B5;&#x30F3;&#x30D7;&#x30EB;&#x8584;, &#x82E5;&#x756A;&#x304B;&#x3089;&#x914D;&#x7F6E;)<br /> slot 12 (Rigid #3) &rarr; slot 13<br /> slot 13 (Rigid #4) &rarr; slot 14<br /> slot 14 (Thermal conductivity) &rarr; slot 4<br /> slot 4 (potting seal) &rarr; slot 1

*---&#x5F8C;&#x534A;&#x30B7;&#x30D5;&#x30C8;---*

<b>&#x7167;&#x5C04;BOX&#x4E00;&#x90E8;&#x640D;&#x50B7; %ICON{bomb}%</b><br /> &#x30FB;target&#x304C;beam set&#x4F4D;&#x7F6E;&#x307E;&#x3067;&#x62BC;&#x3057;&#x8FBC;&#x307E;&#x308C;&#x305A;&#x3001;1-2mm&#x307B;&#x3069;&#x524D;&#x3067;&#x505C;&#x6B62;&#x3057;&#x3066;&#x30A8;&#x30E9;&#x30FC;&#x3092;&#x5410;&#x304F;&#x554F;&#x984C;&#x304C;&#x767A;&#x751F;<br /> &#x30FB;&#x4E0A;&#x8A18;&#x554F;&#x984C;&#x78BA;&#x8A8D;&#x6642;&#x306B;slot 1-9 &#x4E0B;&#x5074;&#x30B9;&#x30A4;&#x30C3;&#x30C1;&#x65AD;&#x7DDA;, 4&#x306F;&#x53D6;&#x308A;&#x4ED8;&#x3051;&#x90E8;&#x304B;&#x3089;&#x7834;&#x640D;<br /> &#x30FB;&#x53D6;&#x308A;&#x4ED8;&#x3051;&#x90E8;&#x304B;&#x3089;&#x306E;&#x7834;&#x640D;&#x306F;Beam set&#x4F4D;&#x7F6E;&#x304C;&#x5B9A;&#x307E;&#x3089;&#x306A;&#x3044;&#x305F;&#x3081;&#x3053;&#x306E;&#x6642;&#x70B9;&#x3067;slot4, 15&#x304C;&#x4F7F;&#x7528;&#x4E0D;&#x53EF;<br /> &#x30FB;slot4(Thermal conductivity)&#x3092;slot12&#x306B;&#x5909;&#x66F4;<br /> &#x30FB;1-3, 5,9, 12&#x306F;&#x4E2D;&#x6751;&#x3055;&#x3093;&#x3001;&#x6C60;&#x4E0A;&#x3055;&#x3093;&#x304C;firmware&#x66F8;&#x304D;&#x63DB;&#x3048;&#x3001;sw(A, B)&ne;(1, 0)&#x306A;&#x3089;target&#x8868;&#x793A;&#x306B;&#x5909;&#x66F4;

---++ 11/7 (Tue.)

RUN5(rigid)&#x306E;&#x7167;&#x5C04;&#x3042;&#x305F;&#x308A;&#x304B;&#x3089;&#x30D3;&#x30FC;&#x30E0;&#x304C;&#x30C9;&#x30FC;&#x30CA;&#x30C4;&#x72B6;&#x306B;&#x306A;&#x308B;

<b>&#x6E29;&#x5EA6;&#x30BB;&#x30F3;&#x30B5;&#x30FC;&#x6E2C;&#x5B9A;PC&#x505C;&#x6B62;</b><br /> &#x30FB;11/7 8&#x6642;&#x524D;&#x3054;&#x308D;&#x306B;&#x6E29;&#x5EA6;&#x8A08;&#x6E2C;&#x306E;&#x30D7;&#x30ED;&#x30B0;&#x30E9;&#x30E0;&#x304C;&#x66F4;&#x65B0;&#x3055;&#x308C;&#x306A;&#x304F;&#x306A;&#x308B;<br /> &#x30FB;&#x30BF;&#x30FC;&#x30B2;&#x30C3;&#x30C8;&#x5BA4;&#x306E;PC&#x304B;&#x3089;&#x76F4;&#x63A5;&#x518D;&#x5EA6;&#x30D7;&#x30ED;&#x30B0;&#x30E9;&#x30E0;&#x3092;&#x52D5;&#x304B;&#x305D;&#x3046;&#x3068;&#x3059;&#x308B;&#x3068;&#x30D6;&#x30EB;&#x30FC;&#x30B9;&#x30AF;&#x30EA;&#x30FC;&#x30F3;&#x306B;&#x306A;&#x308B;

<br /><b>---&#x524D;&#x534A;&#x30B7;&#x30D5;&#x30C8;---</b>

&#x30B7;&#x30D5;&#x30C8;&#x4EA4;&#x4EE3;

&#x86CD;&#x5149;&#x677F;&#x306E;&#x4E2D;&#x5FC3;&#x4ED8;&#x8FD1;&#x304C;&#x767A;&#x5149;&#x3057;&#x306A;&#x3044;&#x72B6;&#x614B;&#x306B;&#x306A;&#x3063;&#x3066;&#x3044;&#x308B;&#xFF0E;

9:27<br />&#x30FB;&#x7A92;&#x7D20;&#x3092;&#x6C72;&#x3080;&#x3002;Run7&#x958B;&#x59CB;

10:40

&#x30FB;Run7 &#x7D42;&#x4E86;&#xFF0E;<br /> &#x30FB;Run7&#x524D;&#x306B;&#x6C72;&#x3093;&#x3060;&#x7A92;&#x7D20;&#x3092;&#x88DC;&#x7D66;&#x3057;&#x305F;&#xFF0E;<br />&#x30FB;&#x7A92;&#x7D20;&#x306F;&#xFF0C;41 kg &#x307E;&#x3067;&#x5165;&#x308C;&#x305F;&#xFF0E;<br />&#x3000;&#xFF08;42 kg &#x7A0B;&#x5EA6;&#x3067;&#x3042;&#x3075;&#x308C;&#x308B;&#x865E;&#x3042;&#x308A;&#x3068;&#x306E;&#x3053;&#x3068;&#xFF09;<br />&#x30FB;&#x30B9;&#x30ED;&#x30C3;&#x30C8;&#xFF11;&#xFF13;&#x304C;NO TARGET&#x306B;&#x306A;&#x3063;&#x3066;&#x3044;&#x305F;&#x305F;&#x3081;&#x3001;&#x78BA;&#x8A8D;&#x306E;&#x305F;&#x3081;&#x306B;&#x6E96;&#x5099;&#x3057;&#x3066;&#x3044;&#x305F;&#xFF11;&#xFF14;&#x3092;&#x5F15;&#x304D;&#x51FA;&#x3057;&#x305F;&#x3068;&#x3053;&#x308D;Alarm&#x306B;&#x306A;&#x308A;<br />&#x64CD;&#x4F5C;&#x3067;&#x304D;&#x306A;&#x304F;&#x306A;&#x3063;&#x305F;&#x305F;&#x3081;&#x3001;&#x518D;&#x8D77;&#x52D5;

11:09<br />&#x30FB;Run8&#x958B;&#x59CB;

12:28<br />&#x30FB;Run9 &#x958B;&#x59CB;

&#x30FB;&#x6E29;&#x5EA6;&#x8A08;&#x304C;&#x4E0B;&#x304C;&#x308A;&#x7D9A;&#x3051;&#x3001;&#x30B9;&#x30A4;&#x30C3;&#x30C1;&#x5207;&#x308A;&#x66FF;&#x3048;&#x5074;&#x304C;-15&#x5EA6;&#x3092;&#x8D85;&#x3048;&#x3066;&#x3082;&#x3001;&#x6E29;&#x5EA6;&#x8ABF;&#x6574;&#x304C;&#x3067;&#x304D;&#x3066;&#x3044;&#x306A;&#x304B;&#x3063;&#x305F;&#x3002;<br />&#x3000;&#x30D7;&#x30ED;&#x30B0;&#x30E9;&#x30E0;&#x5074;&#x306E;&#x554F;&#x984C;&#x3067;&#x30B9;&#x30A4;&#x30C3;&#x30C1;&#x306E;on/off&#x306F;&#x9001;&#x4FE1;&#x3055;&#x308C;&#x3066;&#x3044;&#x305F;&#x304C;&#x3001;&#x30B9;&#x30A4;&#x30C3;&#x30C1;&#x5074;&#xFF08;&#x5F01;&#xFF09;&#x304C;on/off&#x3055;&#x308C;&#x3066;&#x3044;&#x306A;&#x304B;&#x3063;&#x305F;&#x3002;<br />&#x3000;&#x65B0;&#x3057;&#x3044;PC&#x3092;&#x4F7F;&#x7528;&#x3057;&#x3066;&#x3044;&#x305F;&#x304C;&#x3001;&#x30B9;&#x30A4;&#x30C3;&#x30C1;&#x5074;&#x3092;PC&#x304C;&#x8A8D;&#x8B58;&#x3067;&#x304D;&#x3066;&#x3044;&#x306A;&#x304B;&#x3063;&#x305F;&#x305F;&#x3081;&#x8D77;&#x3053;&#x3063;&#x305F;&#x306E;&#x3067;&#x3001;PC&#x3092;&#x4EE5;&#x524D;&#x4F7F;&#x3063;&#x3066;&#x3044;&#x305F;&#x3082;&#x306E;&#x306B;&#x4EA4;&#x63DB;&#x3057;&#x5BFE;&#x51E6;&#x3057;&#x305F;&#x3002;

13:43<br />&#x30FB;Run10 &#x958B;&#x59CB;<br />&#x30FB;&#x6E29;&#x5EA6;&#x306F;&#x4E0A;&#x6607;&#x3092;&#x7D9A;&#x3051;&#x305F;&#x3002;&#x3053;&#x308C;&#x306F;&#x3001;&#x5148;&#x307B;&#x3069;&#x4E0B;&#x304C;&#x308A;&#x7D9A;&#x3051;&#x3066;&#x3044;&#x305F;&#x6E29;&#x5EA6;&#x7BA1;&#x7406;&#x3092;&#x6B63;&#x5E38;&#x306B;&#x623B;&#x3057;&#x305F;&#x3053;&#x3068;&#x306B;&#x3088;&#x3063;&#x3066;&#x3001;&#x6DB2;&#x4F53;&#x7A92;&#x7D20;&#x304C;&#x6D41;&#x308C;&#x308B;&#x7BA1;&#x304C;-15C&#x306B;&#x306A;&#x308B;&#x307E;&#x3067;&#x3001;&#x6D41;&#x308C;&#x308B;&#x3053;&#x3068;&#x306A;&#x304F;&#x3001;<br />&#x305D;&#x306E;&#x9593;&#x3001;&#x5BA4;&#x6E29;&#x3067;&#x6E29;&#x307E;&#x308A;&#x7D9A;&#x3051;&#x305F;&#x3053;&#x3068;&#x304C;&#x539F;&#x56E0;&#x3067;&#x3042;&#x308B;&#x3068;&#x8003;&#x3048;&#x3089;&#x308C;&#x308B;&#x3002;Run&#x306E;&#x9014;&#x4E2D;&#x3067;&#x6E29;&#x5EA6;&#x304C;&#x964D;&#x4E0B;&#x3057;&#x305F;&#x3053;&#x3068;&#x3092;&#x78BA;&#x8A8D;&#x3057;&#x305F;&#x305F;&#x3081;&#x3001;&#x6E29;&#x5EA6;&#x8ABF;&#x6574;&#x304C;&#x6B63;&#x5E38;&#x306B;&#x6A5F;&#x80FD;&#x3057;&#x3066;&#x3044;&#x308B;&#x3053;&#x3068;&#x3092;&#x78BA;&#x8A8D;&#x3057;&#x305F;&#x3002;

14:13<br />&#x30FB;&#x30AC;&#x30B9;&#x95A2;&#x4FC2;&#x306E;&#x8B66;&#x5831;&#x304C;&#x51FA;&#x305F;&#x3068;&#x3044;&#x3046;&#x3053;&#x3068;&#x3067;&#xFF0C;&#x30D3;&#x30FC;&#x30E0;&#x505C;&#x6B62;&#xFF0E;

14:45<br />&#x30FB;Run11 &#x958B;&#x59CB;

15:22<br />&#x30FB;Run11 &#x7D42;&#x4E86;<br />&#x30FB;&#x3059;&#x3079;&#x3066;&#x306E;Run&#x304C;&#x7D42;&#x4E86;&#x3057;&#x305F;&#xFF0E;

---++ 11/8 (Wed.)

&#x30C9;&#x30B8;&#x30E1;&#x30C8;&#x30EA;&#x6E2C;&#x5B9A;

&#x5168;&#x4F53;&#x7684;&#x306B;80%&#x7A0B;&#x5EA6;&#x306E;&#x7167;&#x5C04;&#x91CF;&#x3068;&#x306A;&#x3063;&#x3066;&#x3044;&#x305F;&#x3068;&#x3044;&#x3046;&#x7D50;&#x679C;&#x3067;&#x3001;&#x539F;&#x56E0;&#x306F;2&sigma;-overscan&#x7121;&#x3057;&#x3067;&#x7167;&#x5C04;&#x3092;&#x884C;&#x3063;&#x305F;&#x305F;&#x3081;&#x3060;&#x3068;&#x601D;&#x308F;&#x308C;&#x308B;&#x3002;
---++ 11/9 (Thu.)

&#x7247;&#x4ED8;&#x3051;&#xFF0E;

---++ Comments

log &#x66F8;&#x304D;&#x307E;&#x3059;

&#x6B21;&#x56DE;&#x4EE5;&#x964D;&#x306B;&#x5411;&#x3051;&#x3066;

&#x30FB;&#x30C9;&#x30B8;&#x30E1;&#x30C8;&#x30EA;&#x30FC;&#x30A2;&#x30EB;&#x30DF;&#x3092;&#x8CBC;&#x308A;&#x4ED8;&#x3051;&#x305F;&#x72B6;&#x614B;&#x3067;&#x30B5;&#x30F3;&#x30D7;&#x30EB;&#x306E;&#x5199;&#x771F;&#x3092;&#x64AE;&#x308B;&#x3002;&#x30C9;&#x30B8;&#x30E1;&#x30C8;&#x30EA;&#x30FC;&#x30A2;&#x30EB;&#x30DF;&#x306E;&#x7D76;&#x5BFE;&#x4F4D;&#x7F6E;&#x3092;&#x78BA;&#x8A8D;&#x3059;&#x308B;&#x305F;&#x3081;&#x3002;

--<br />%BUBBLESIG{AtlasjSilicon - 2017-11-07}%

--<br />%BUBBLESIG{AtlasjSilicon - 2017-11-07}%<br /><br />%COMMENT%

--<br />%USERSIG{KojiNakamura - 2017-11-07}%
Topic revision: r8 - 2018-07-24 - AtlasjSilicon