(r13) ARTBLTestbeamLog202406 < Main

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---+ LOG for ARTBL Testbeam in June 2024

<br />%TOC%

---++ &#x4E8B;&#x524D;&#x6E96;&#x5099;
---+++ 2024/5/21(&#x706B;)

&#x6E96;&#x5099;&#x4F5C;&#x696D;&#x306E;&#x74B0;&#x5883;&#x6574;&#x5099;&#x3002;

&#x673A;&#x306E;&#x914D;&#x7F6E;&#x3068;&#x6574;&#x7406;&#x3092;&#x3057;&#x3001;&#x691C;&#x51FA;&#x5668;&#x306E;&#x6CBB;&#x5177;&#x53F0;&#x3092;&#x673A;&#x306B;&#x51FA;&#x3057;&#x305F;&#x3002;
---++++ Maria&#x30BB;&#x30C3;&#x30C8;&#x30A2;&#x30C3;&#x30D7;&#x8D77;&#x52D5;&#xFF0B;LV remote control &#x5E8F;&#x7AE0;&#xFF08;&#x83C5;&#x539F;&#xFF09;
   * Maria&#x30BB;&#x30C3;&#x30C8;&#x30A2;&#x30C3;&#x30D7;&#x306E;PC&#x3068;kekraspi03&#x8D77;&#x52D5;&#x3057;&#x3066;&#x307F;&#x305F;&#x3089;&#x52D5;&#x3044;&#x305F;&#x3002;raspi03&#x306B;ssh&#x3057;&#x3066;LV&#x52D5;&#x304B;&#x305D;&#x3046;&#x3068;&#x601D;&#x3063;&#x305F;&#x3089;&#x76EE;&#x306E;&#x524D;&#x3067;&#x76EE;&#x3092;&#x899A;&#x307E;&#x3057;&#x305F;raspi&#x304C;&#x77E5;&#x3089;&#x306A;&#x3044;raspi&#x3060;&#x3063;&#x305F;&#x305F;&#x3081;&#x3001;&#x4E00;&#x65E6;raspi&#x306E;&#x3053;&#x3068;&#x306F;&#x5FD8;&#x308C;&#x3066;Maria PC&#x304B;&#x3089;remote control&#x3059;&#x308B;&#x3053;&#x3068;&#x3092;&#x8003;&#x3048;&#x3066;&#x307F;&#x308B;

   * Maria&#x30BB;&#x30C3;&#x30C8;&#x30A2;&#x30C3;&#x30D7;PC&#x306E;/opt/local/pixel/Software/&#x5185;&#x306B;&#x65B0;&#x3057;&#x304F;ARTBtestbeam202406/TempMon&#x306E;&#x30C7;&#x30A3;&#x30EC;&#x30AF;&#x30C8;&#x30EA;&#x4F5C;&#x6210;
   * TempMon &#x306B;&#x3069;&#x3053;&#x304B;&#x3067;&#x52D5;&#x3044;&#x3066;&#x308B;raspi03&#x304B;&#x3089;HMP4040_usb_UP.py&#xFF08;LV remote control&#x7528;&#x30D5;&#x30A1;&#x30A4;&#x30EB;&#xFF09;&#x6301;&#x3063;&#x3066;&#x6765;&#x3066;&#x3001;&#x5B9F;&#x884C;&#x3057;&#x3066;&#x307F;&#x305F;&#x3089;LV&#x306E;remote control&#x51FA;&#x6765;&#x3066;&#x305D;&#x3046;&#x3060;&#x3063;&#x305F;&#x3002;Maria PC&#x306B;ssh&#x3067;&#x304D;&#x308C;&#x3070;&#x3001;&#x4ECA;&#x56DE;&#x306E;TB&#x306F;&#x3053;&#x308C;&#x3067;OK&#xFF1F;
      * HMP4040_usb_UP.py &#x3067;&#x56F0;&#x3063;&#x305F;&#x6642;&#x306B;&#x3059;&#x308B;&#x3053;&#x3068;&#xFF1A;LV&#x523A;&#x3055;&#x3063;&#x3066;&#x308B;&#x30B1;&#x30FC;&#x30D6;&#x30EB;&#x62D4;&#x304D;&#x523A;&#x3057;&#x3057;&#x3066;&#x3001;&#x30B1;&#x30FC;&#x30D6;&#x30EB;&#x306E;&#x30DD;&#x30FC;&#x30C8;&#x78BA;&#x8A8D;&#xFF08;ls /dev/tty*&#xFF09;&#xFF70;&#xFF1E;HMP4040_usb_UP.py&#x4E2D;&#x8EAB;&#x306E;ports&#x304C;&#x6B63;&#x3057;&#x3044;&#x304B;&#x78BA;&#x8A8D;
   * Maria's setup &#x4F7F;&#x3044;&#x65B9;&#x304C;&#x8F09;&#x3063;&#x3066;&#x308B;&#x3068;&#x3053;&#xFF1A;http://atlaspc5.kek.jp/do/view/Main/FermilabTestbeam2023
-- %USERSIG{AtlasjSilicon - 2024-05-21}%
---+++ 2024/5/22(&#x6C34;)
---++++ &#x524D;&#x56DE;&#x306E;&#x30C6;&#x30B9;&#x30C8;&#x30D3;&#x30FC;&#x30E0;&#x306E;&#x30C7;&#x30A3;&#x30EC;&#x30AF;&#x30C8;&#x30EA;&#x306E;&#x30D0;&#x30C3;&#x30AF;&#x30A2;&#x30C3;&#x30D7;&#xFF0B;&#x30B3;&#x30D4;&#x30FC;&#x3000;&#xFF08;&#x524D;&#x5C71;&#x30FB;&#x5800;&#x8D8A;&#x3000;&#x8A18;&#x9332;&#xFF1A;&#x5800;&#x8D8A;&#xFF09;
   * &#x524D;&#x56DE;&#x306E;&#x30C6;&#x30B9;&#x30C8;&#x30D3;&#x30FC;&#x30E0;&#x306E;&#x30C7;&#x30A3;&#x30EC;&#x30AF;&#x30C8;&#x30EA;&#x306E;&#x30D0;&#x30C3;&#x30AF;&#x30A2;&#x30C3;&#x30D7;&#xFF08;atlaspc7&#x3078;rsync&#xFF09;&#x3092;&#x524D;&#x5C71;&#x304F;&#x3093;&#x304C;&#x884C;&#x3063;&#x3066;&#x304F;&#x308C;&#x305F;&#x3002;
   * <p>&#x30DB;&#x30FC;&#x30E0;&#x30C7;&#x30A3;&#x30EC;&#x30AF;&#x30C8;&#x30EA;&#x306B;&#x3042;&#x308B;rsync_to_atlaspc7_202312.sh &#x3092;&#x8D70;&#x3089;&#x305B;&#x308B;&#x3053;&#x3068;&#x3067;&#x3001;pc7&#x306B;&#x30C7;&#x30FC;&#x30BF;&#x3092;&#x9001;&#x308B;&#x3053;&#x3068;&#x304C;&#x3067;&#x304D;&#x308B;&#x3002;</p>
   * &#x305D;&#x306E;&#x5F8C;&#x3001;ITKpixel&#x3068;HSIO2&#x306E;data&#x3092;&#x524A;&#x9664;&#x3057;&#x3066;&#x3001;pc26&#x306E;&#x5BB9;&#x91CF;&#x3092;&#x78BA;&#x4FDD;&#x3057;&#x305F;&#x3002;
   * &#x5BB9;&#x91CF;&#x306E;&#x78BA;&#x8A8D;&#x65B9;&#x6CD5;&#xFF1A;df -h &#xFF08;&#x78BA;&#x8A8D;&#x3057;&#x305F;&#x7D50;&#x679C;&#x3001;&#x6B8B;&#x308A;&#x306E;&#x5BB9;&#x91CF;1.2T&#x306B;&#x306A;&#x3063;&#x305F;&#x3002;&#xFF09;
   * ARtestbeam202312&#xFF08;22GB&#x304F;&#x3089;&#x3044;&#x306E;&#x5BB9;&#x91CF;&#xFF09;&#x3092;&#x30B3;&#x30D4;&#x30FC;&#x3057;&#x3066;ARtestbeam202406&#x3092;&#x4F5C;&#x6210;&#x3057;&#x305F;&#x3002;&#xFF08;&#x30B3;&#x30D4;&#x30FC;&#x306B;&#x7D50;&#x69CB;&#x6642;&#x9593;&#x304C;&#x304B;&#x304B;&#x308B;&#x3002;&#xFF09;
---++++ HSIO2&#x3068;FEI4&#x306E;&#x52D5;&#x4F5C;&#x78BA;&#x8A8D;&#x3000;&#xFF08;&#x5800;&#x8D8A;&#xFF09;

HSIO2&#x306E;&#x30BB;&#x30C3;&#x30C8;&#x30A2;&#x30C3;&#x30D7;&#x65B9;&#x6CD5;&#x306F;&#x4E0B;&#x8A18;&#x306B;&#x63B2;&#x8F09;&#xFF08;202306&#x306E;&#x6642;&#x306E;&#x30ED;&#x30B0;&#x3088;&#x308A;&#x53C2;&#x7167;&#xFF09;
   * pc26--USBetha--etha cable--HSIO2&#x3067;&#x7E4B;&#x3044;&#x3060;&#xFF08;pc26&#x306B;USBetha&#x7E4B;&#x3050;&#x3068;&#x3053;&#x308D;&#x306F; ssE &#x307F;&#x305F;&#x3044;&#x306A;&#x30DE;&#x30FC;&#x30AF;&#x304C;&#x3042;&#x308B;&#x3068;&#x3053;&#x308D;&#xFF09;
   * HSIO2&#x306E;&#x96FB;&#x6E90;&#x30B1;&#x30FC;&#x30D6;&#x30EB;&#x3092;&#x633F;&#x3057;&#x305F;&#x3002;&#x96FB;&#x6E90;&#x30B1;&#x30FC;&#x30D6;&#x30EB;&#x3092;&#x7E4B;&#x3052;&#x3066;&#x3082;&#x30D5;&#x30A1;&#x30F3;&#x3068;&#x96FB;&#x6E90;&#x304C;&#x3064;&#x304B;&#x306A;&#x3044;&#x6642;&#x304C;&#x3042;&#x3063;&#x305F;&#x3002;&#x96FB;&#x6E90;&#x30B1;&#x30FC;&#x30D6;&#x30EB;&#x306E;&#x63A5;&#x89E6;&#x304C;&#x60AA;&#x3044;&#x53EF;&#x80FD;&#x6027;&#x304C;&#x3042;&#x308A;
   * IPv4&#x306E;&#x30A2;&#x30C9;&#x30EC;&#x30B9;&#x304C;192.168.200.11&#x3060;&#x3063;&#x305F;&#x306E;&#x3067;&#x3001;192.168.1.70&#x306B;&#x3057;&#x305F;&#x3002;
   * IPv4&#x306E;&#x30B2;&#x30FC;&#x30C8;&#x30A6;&#x30A7;&#x30A4;&#x3082;192.168.200.11&#x3060;&#x3063;&#x305F;&#x306E;&#x3067;&#x3001;192.168.1.1&#x306B;&#x3057;&#x305F;&#x3002;
   * &#x300C;HSIO2&#x30BB;&#x30C3;&#x30C8;&#x30A2;&#x30C3;&#x30D7;&#x300D;&#x306E;12&#x756A;&#x306E;&#x30B3;&#x30DE;&#x30F3;&#x30C9;&#x304C;&#x52B9;&#x304B;&#x305A;&#x3001;13&#x756A;&#x3068;&#x540C;&#x3058;&#x72B6;&#x614B;&#x306B;&#x306A;&#x3063;&#x305F;&#x3002;
   * ping rce0 &#x3067;&#x300C;64 bytes from dtm50 (192.168.1.10): icmp_seq=1 ttl=64 time=0.423ms&#x300D;&#x3068;&#x5FDC;&#x7B54;&#x304C;&#x8FD4;&#x3063;&#x3066;&#x304F;&#x308B;&#x3053;&#x3068;&#x3092;&#x78BA;&#x8A8D;
&#x7D9A;&#x3044;&#x3066;&#x3001;calibGUI&#x306E;&#x7ACB;&#x3061;&#x4E0A;&#x3052;&#x3092;&#x884C;&#x3063;&#x305F;&#x3002;
   * ssh [[mailto:root@rce0][root@rce0]] &#x3067;&#x30ED;&#x30B0;&#x30A4;&#x30F3;&#x3057;&#x305F;&#x3002;&#xFF08;&#x30D1;&#x30B9;&#x30EF;&#x30FC;&#x30C9;&#x304C;&#x308F;&#x304B;&#x3089;&#x306A;&#x3044;&#x3068;&#x304D;&#x306F;&#x4E2D;&#x6751;&#x3055;&#x3093;&#x306B;&#x805E;&#x304F;&#x3068;&#x826F;&#x3044;&#xFF09;
   * source setup.sh &#x3067;&#x30B5;&#x30FC;&#x30D0;&#x30FC;&#x3092;&#x7ACB;&#x3061;&#x4E0A;&#x3052;&#x305F;&#x3002;
   * &#x5225;&#x306E;&#x30BF;&#x30FC;&#x30DF;&#x30CA;&#x30EB;&#x3092;&#x958B;&#x3044;&#x3066;&#x3001;pc26&#x3067; source ~/daq/rce/scripts/setup-env.sh &#x3092;&#x884C;&#x3046;&#x3002;(&#x3053;&#x306E;&#x52D5;&#x4F5C;&#x304B;&#x3089;ssh&#x5148;&#x3067;&#x306F;&#x306A;&#x304F;pc26&#x3067;&#x884C;&#x3046;&#x306E;&#x3067;&#x6CE8;&#x610F;)
   * cd ~/work/ARtestbeam202406/HSIO2 &#x3067;&#x79FB;&#x52D5;&#x3057;&#x305F;&#x5F8C;&#x3001;calibGui &#x3067;calibGUI&#x3092;&#x7ACB;&#x3061;&#x4E0A;&#x3052;&#x305F;&#x3002;

&#x6B21;&#x306E;&#x4EBA;&#x306F;FEI4&#x306E;&#x52D5;&#x4F5C;&#x78BA;&#x8A8D;&#x3092;&#x304A;&#x9858;&#x3044;&#x3057;&#x307E;&#x3059;&#x3002;
---+++++ HSIO2&#x30BB;&#x30C3;&#x30C8;&#x30A2;&#x30C3;&#x30D7;&#x65B9;&#x6CD5;(&#x904E;&#x53BB;&#x30ED;&#x30B0;&#x306E;&#x30B3;&#x30D4;&#x30FC;)
   1 pc24--USBetha--etha cable--HSIO2&#x3067;&#x7E4B;&#x3050;
   1 HSIO2&#x306E;&#x96FB;&#x6E90;&#x30B1;&#x30FC;&#x30D6;&#x30EB;&#x3092;&#x633F;&#x3059; *HSIO2&#x306E;&#x96FB;&#x6E90;ON/OFF&#x306F;AC&#x306E;&#x629C;&#x304D;&#x5DEE;&#x3057;&#x3067;&#x884C;&#x3046;
   1 pc26&#x53F3;&#x4E0A;&#x306E;&there4;&#x307F;&#x305F;&#x3044;&#x306A;&#x3068;&#x3053;&#x308D;&#x3092;&#x30AF;&#x30EA;&#x30C3;&#x30AF;&rarr;&#x5DE6;&#x4E0B;&#x306E;&#x3070;&#x3063;&#x3066;&#x3093;&#x306E;&#x30ED;&#x30B4;&#x3092;&#x30AF;&#x30EA;&#x30C3;&#x30AF;
   1 &#x30CD;&#x30C3;&#x30C8;&#x30EF;&#x30FC;&#x30AF;(&#x306E;&#x8A2D;&#x5B9A;)&#x753B;&#x9762;&#x306B;&#x79FB;&#x308B;&#x306E;&#x3067;&#x3001;&#x4ECA;&#x633F;&#x3057;&#x305F;Ethernet&#x306E;&#x6B6F;&#x8ECA;&#x30ED;&#x30B4;(&#x53F3;&#x7AEF;)&#x3092;&#x30AF;&#x30EA;&#x30C3;&#x30AF; *&#x4ECA;&#x633F;&#x3057;&#x305F;Ethernet&#x304C;&#x3069;&#x308C;&#x304B;&#x308F;&#x304B;&#x3089;&#x306A;&#x3044;&#x306E;&#x3067;&#x3042;&#x308C;&#x3070;&#x3001;HSIO2&#x306E;AC&#x3092;&#x629C;&#x3051;&#x3070;&#x308F;&#x304B;&#x308B;
   1 IPv4&#x306E;&#x30BF;&#x30D6;&#x3092;&#x9078;&#x629E;
      * IPv4&#x30E1;&#x30BD;&#x30C3;&#x30C9;&#xFF1A;&#x624B;&#x52D5;
      * &#x30A2;&#x30C9;&#x30EC;&#x30B9;&#xFF1A;192.168.1.70
      * &#x30CD;&#x30C3;&#x30C8;&#x30DE;&#x30B9;&#x30AF;&#xFF1A;255.255.255.0
      * &#x30B2;&#x30FC;&#x30C8;&#x30A6;&#x30A7;&#x30A4;&#xFF1A;192.168.1.1
      * DNS&#xFF1A;&#x30C7;&#x30D5;&#x30A9;&#x30EB;&#x30C8;&#x3067;ON&#x306B;&#x306A;&#x3063;&#x3066;&#x3044;&#x308B;&#x306E;&#x3067;&#x305D;&#x306E;&#x307E;&#x307E;
      * &#x30EB;&#x30FC;&#x30C8;&#xFF1A;ON&#x306F;&#x305D;&#x306E;&#x307E;&#x307E;&#x3001;&#x4E0B;&#x306E;&#x300C;&#x3053;&#x306E;&#x63A5;&#x7D9A;&#x306F;&#x30CD;&#x30C3;&#x30C8;&#x30EF;&#x30FC;&#x30AF;&#x4E0A;&#x306E;&#x30EA;&#x30BD;&#x30FC;&#x30B9;&#x306E;&#x305F;&#x3081;&#x3060;&#x3051;&#x306B;&#x4F7F;&#x7528;&#x300D;&#x306E;&#x30EC;&#x70B9;&#x3092;&#x5916;&#x3059;
   1 Identity&#x306E;&#x30BF;&#x30D6;&#x3092;&#x9078;&#x629E;
      * &#x540D;&#x524D;&#xFF1A;&#x597D;&#x304D;&#x306A;&#x540D;&#x524D;&#x306B;&#x5909;&#x66F4;…&#x4ECA;&#x56DE;&#x306F; HSIO2 &#x306B;&#x3057;&#x305F;
   1 &#x30DD;&#x30C3;&#x30D7;&#x30A2;&#x30C3;&#x30D7;&#x53F3;&#x4E0A;&#x306E;&#x300C;&#x9069;&#x7528;&#x300D;&#x3092;&#x30AF;&#x30EA;&#x30C3;&#x30AF;
   1 &#x4ECA;&#x8A2D;&#x5B9A;&#x3057;&#x3066;&#x3044;&#x305F;Ethernet&#x3092;&#x30AA;&#x30F3;/&#x30AA;&#x30D5;&#x3059;&#x308B;(&#x30DE;&#x30A6;&#x30B9;&#x3067;&#x30AB;&#x30C1;&#x30AB;&#x30C1;)
   1 terminal&#x3092;&#x958B;&#x304F;
   1 sudo systemctl restart dhcpd.service ... DHCP&#x30B5;&#x30FC;&#x30D0;&#x3092;&#x518D;&#x8D77;&#x52D5;
   1 sudo systemctl status dhcpd.service ... DHCP&#x30B5;&#x30FC;&#x30D0;&#x304C;&#x52D5;&#x3044;&#x3066;&#x3044;&#x308B;&#x304B;&#x78BA;&#x8A8D; &rarr; &#x7DD1;&#x306E;&#x25CF;&#x304C;&#x51FA;&#x3066;&#x304D;&#x3066;&#x52D5;&#x3044;&#x3066;&#x3044;&#x305D;&#x3046;&#x306A;&#x3089;OK
   1 nmcli connection modify [HSIO2ip] ipv4.never-default true ... &#x30CD;&#x30C3;&#x30C8;&#x30EF;&#x30FC;&#x30AF;&#x3092;&#x30ED;&#x30FC;&#x30AB;&#x30EB;&#x7528;&#x306B;&#x4F7F;&#x3046;&#x3053;&#x3068;&#x3092;&#x8A8D;&#x8B58;&#x3057;&#x3066;&#x3082;&#x3089;&#x3046;&#x3002;[HSIO2]&#x306E;&#x90E8;&#x5206;&#x306F;6&#x3067;&#x6C7A;&#x3081;&#x305F;&#x540D;&#x524D;
   1 &#x518D;&#x3073;3,4&#x306E;&#x624B;&#x9806;&#x3067;&#x30CD;&#x30C3;&#x30C8;&#x30EF;&#x30FC;&#x30AF;&#x306E;&#x8A2D;&#x5B9A;&#x3092;&#x958B;&#x304F; &rarr; 5&#x306E;&#x6700;&#x5F8C;&#x3067;&#x5916;&#x3057;&#x305F;&#x300C;&#x3053;&#x306E;&#x63A5;&#x7D9A;&#x306F;&#x30CD;&#x30C3;&#x30C8;&#x30EF;&#x30FC;&#x30AF;&#x4E0A;&#x306E;&#x30EA;&#x30BD;&#x30FC;&#x30B9;&#x306E;&#x305F;&#x3081;&#x3060;&#x3051;&#x306B;&#x4F7F;&#x7528;&#x300D;&#x306E;&#x30EC;&#x70B9;&#x304C;&#x3064;&#x3044;&#x3066;&#x3044;&#x308C;&#x3070;OK<br />&rarr;&#x4ECA;&#x56DE;&#x3053;&#x308C;&#x304C;&#x78BA;&#x8A8D;&#x3067;&#x304D;&#x305A;&#x3002;12&#x306E;&#x30B3;&#x30DE;&#x30F3;&#x30C9;&#x304C;&#x52B9;&#x3044;&#x3066;&#x3044;&#x306A;&#x3044;&#xFF1F;5/11&#x6642;&#x70B9;&#x672A;&#x89E3;&#x6C7A;
   1 &#x518D;&#x3073;terminal&#x3092;&#x958B;&#x304F;
   1 ping rce0 &#x307E;&#x305F;&#x306F; ping 192.168.1.10 &rarr; &#x8FD4;&#x3063;&#x3066;&#x304F;&#x308B;&#x3053;&#x3068;&#x3092;&#x78BA;&#x8A8D;
---+++ 2024/5/23(&#x6728;)
---++++ FEI4&#x52D5;&#x4F5C;&#x78BA;&#x8A8D;(&#x6751;&#x5C71;&#xFF0C;&#x897F;&#x91CE;)
---+++++ calibGUI&#x7ACB;&#x3061;&#x4E0A;&#x3052;
   1 terminal&#x3092;&#x958B;&#x304F;
      1 ssh [[mailto:root@rce0][root@rce0]] ... pw:&#x30E6;&#x30FC;&#x30B6;&#x30FC;&#x540D;
      1 source setup.sh
      1 calibserver
   1 &#x5225;&#x306B;terminal&#x3092;&#x958B;&#x304F;
      1 source daq/rce/scripts/setup-env.sh
      1 cd ~/work/ARtestbeam202406/HSIO2
      1 calibGui
   1 &#x30DD;&#x30C3;&#x30D7;&#x30A2;&#x30C3;&#x30D7;&#x3067;&#x30B0;&#x30EC;&#x30FC;&#x80CC;&#x666F;&#x306E;GUI&#x753B;&#x9762;&#x304C;&#x7ACB;&#x3061;&#x4E0A;&#x304C;&#x308B;
---+++++ FEI4&#x52D5;&#x4F5C;&#x78BA;&#x8A8D;

&#x52D5;&#x4F5C;&#x78BA;&#x8A8D;&#x3092;&#x884C;&#x3046;&#x30BB;&#x30F3;&#x30B5;&#x30FC;&#x306F;

KEK114(ROI),KEK132,KEK134,KEK141,KEK142 &#x306E;5&#x3064;
---++++++ HV&#x30FB;LV&#x30BB;&#x30C3;&#x30C8;&#x30A2;&#x30C3;&#x30D7;
   1 KEK114&#x306E;HV&#x3068;LV&#x3092;&#x3064;&#x306A;&#x3050;<br />*LV&#x306E;VDDA&#x3068;VDDD&#x306F;&#x304B;&#x3051;&#x308B;&#x96FB;&#x5727;&#x304C;&#x9055;&#x3046;&#x306E;&#x3067;&#x9593;&#x9055;&#x3048;&#x306A;&#x3044;&#x3088;&#x3046;&#x306B;&#x6CE8;&#x610F;&#xFF01;&#x30BF;&#x30B0;&#x4ED8;&#x3051;&#x63A8;&#x5968;<br />*HVIN&#x3068;HitOR&#x3092;&#x8AA4;&#x3063;&#x3066;&#x3064;&#x306A;&#x304C;&#x306A;&#x3044;&#x3088;&#x3046;&#x306B;&#x6CE8;&#x610F;<br /><br />
   1 LV&#x306E;&#x5024;&#x3092;&#x8A2D;&#x5B9A;&#x3059;&#x308B;
      * VDDA 1.4V
      * VDDD 1.2V
   1 LV,HV&#x3068;&#x3082;&#x306B;&#x51FA;&#x529B;&#x3055;&#x305B;&#x308B;
   1 HV&#x3092;-100V&#x307E;&#x3067;&#x4E0B;&#x3052;&#x308B;
   1 &#x96FB;&#x6D41;&#x5024;&#x306B;&#x7570;&#x5E38;&#x304C;&#x306A;&#x3051;&#x308C;&#x3070;&#x3001;KEK114 RJ45--&#x77ED;etha--HSIO2 RJ45&#x3067;&#x7E4B;&#x3050;
---++++++ &#x52D5;&#x4F5C;&#x78BA;&#x8A8D;&#x624B;&#x9806;(KEK114&#x306E;&#x4F8B;)
   1 ConfigFile &#x8A2D;&#x5B9A;
      1 GUI&#x306E;&#x4E0A;&#x90E8; [Update] [Save] [Save As] [Load] &#x306E;&#x3046;&#x3061; [Load]&#x3092;&#x30AF;&#x30EA;&#x30C3;&#x30AF;
      1 &#x30D5;&#x30A1;&#x30A4;&#x30EB;&#x9078;&#x629E;&#x306E;&#x753B;&#x9762;&#x306B;&#x306A;&#x308B;&#x306E;&#x3067; /home/atlasj/wotk/ARtestbeam202406/HSIO2/rceconf/KEK114.cfg &#x3092;&#x9078;&#x629E;&#x3000;(&#x30D5;&#x30A1;&#x30A4;&#x30EB;&#x9078;&#x629E;&#x3067;&#x30A8;&#x30E9;&#x30FC;&#x304C;&#x751F;&#x3058;&#x308B;&#x3068;&#x304D;&#x306F;cfg&#x30D5;&#x30A1;&#x30A4;&#x30EB;&#x306E;&#x4E2D;&#x3092;&#x898B;&#x3066;&#x5B58;&#x5728;&#x3059;&#x308B;&#x30C7;&#x30A3;&#x30EC;&#x30AF;&#x30C8;&#x30EA;&#x3084;&#x30D5;&#x30A1;&#x30A4;&#x30EB;&#x304C;&#x5B58;&#x5728;&#x3059;&#x308B;&#x3082;&#x306E;&#x304B;&#x3092;&#x78BA;&#x304B;&#x3081;&#x308B;)
      1 [Load]&#x6A2A;&#x306E; Config Name &#x304C; KEK114&#x3001;Key: &#x304C;&#x7A7A;&#x767D;&#x306B;&#x306A;&#x3063;&#x3066;&#x3044;&#x308B;&#x3053;&#x3068;&#x3092;&#x78BA;&#x8A8D;
      1 Config Root Dir: &#x306E;&#x6A2A;&#x306E; [Browse] &#x3092;&#x30AF;&#x30EA;&#x30C3;&#x30AF;
      1 &#x5148;&#x307B;&#x3069;&#x540C;&#x69D8;&#x30D5;&#x30A1;&#x30A4;&#x30EB;&#x9078;&#x629E;&#x306E;&#x753B;&#x9762;&#x306B;&#x306A;&#x308B;&#x306E;&#x3067; /home/atlasj/wotk/ARtestbeam202406/HSIO2/rceconf&#x306B;&#x8A72;&#x5F53;&#x3059;&#x308B;&#x3088;&#x3046;&#x30C4;&#x30EA;&#x30FC;&#x3092;&#x305F;&#x3069;&#x308B;<br />*&#x6700;&#x5F8C;&#x306E;&#x30AF;&#x30EA;&#x30C3;&#x30AF;&#x304C; [rceconf]&#x3002;rceconf/&#x5185;&#x306E;&#x30D5;&#x30A1;&#x30A4;&#x30EB;&#x306F;&#x30AF;&#x30EA;&#x30C3;&#x30AF;&#x3057;&#x306A;&#x3044;
      1 &#x30D5;&#x30A1;&#x30A4;&#x30EB;&#x540D;&#x3092;&#x5165;&#x529B;&#x3059;&#x308B;&#x90E8;&#x5206;&#x306B; configs &#x3068;&#x5165;&#x529B;&#x3057;&#x3066;&#x6C7A;&#x5B9A;<br />*configs&#x306E;&#x30D5;&#x30A1;&#x30A4;&#x30EB;&#x306F;rceconf&#x5185;&#x306B;&#x65E2;&#x306B;&#x5B58;&#x5728;&#x3059;&#x308B;&#x304C;&#x3001;&#x305D;&#x308C;&#x306F;&#x30AF;&#x30EA;&#x30C3;&#x30AF;&#x305B;&#x305A;&#x306B;&#x540D;&#x524D;&#x3092;&#x6B63;&#x3057;&#x304F;&#x5165;&#x529B;&#x3059;&#x308B;&#x3053;&#x3068;
      1 Data Dir: &#x306E;&#x6A2A;&#x306E; [Browse] &#x3092;&#x30AF;&#x30EA;&#x30C3;&#x30AF;
      1 &#x5148;&#x307B;&#x3069;&#x540C;&#x69D8;&#x30D5;&#x30A1;&#x30A4;&#x30EB;&#x9078;&#x629E;&#x306E;&#x753B;&#x9762;&#x306B;&#x306A;&#x308B;&#x306E;&#x3067; /home/atlasj/wotk/ARtestbeam202406/HSIO2&#x306B;&#x8A72;&#x5F53;&#x3059;&#x308B;&#x3088;&#x3046;&#x306B;&#x30C4;&#x30EA;&#x30FC;&#x3092;&#x305F;&#x3069;&#x308B;
      1 &#x30D5;&#x30A1;&#x30A4;&#x30EB;&#x540D;&#x3092;&#x5165;&#x529B;&#x3059;&#x308B;&#x90E8;&#x5206;&#x306B; data &#x3068;&#x5165;&#x529B;&#x3057;&#x3066;&#x6C7A;&#x5B9A;
      1 &#x4E0A;&#x90E8; [Config Halfstave A] &#x306E;&#x30BF;&#x30D6;&#x3092;&#x30AF;&#x30EA;&#x30C3;&#x30AF; &rarr; 1&#x884C;&#x76EE;&#x306E;4&#x3064;(Frontend A1-1...) &#x305D;&#x308C;&#x305E;&#x308C;[included] [valid] &#x306E;2&#x3064;&#x3068;&#x3082;&#x30EC;&#x70B9;&#x304C;&#x3064;&#x3044;&#x3066;&#x3044;&#x308B;&#x304B;&#x78BA;&#x8A8D;<br />(114&#x306F;inlink&#x3092;&#x3059;&#x3079;&#x3066;&#x7570;&#x306A;&#x308B;&#x6570;&#x5B57;&#x306B;&#xFF0C;&#x305D;&#x308C;&#x4EE5;&#x5916;(dual)&#x306F;&#x3059;&#x3079;&#x3066;&#x540C;&#x3058;&#x6570;&#x5B57;&#x306B;&#x8A2D;&#x5B9A;&#xFF0E;&#x3082;&#x3057;&#x30EC;&#x70B9;&#x304C;&#x3064;&#x304B;&#x306A;&#x3051;&#x308C;&#x3070;Choose&#x304B;&#x3089;rceconf/configs&#x5185;&#x306E;file&#x3092;&#x9078;&#x629E;&#x3057;&#x3066;&#x307F;&#x308B;)
   1 digital/analog scan
      1 RunNumber &#x3092;&#x9069;&#x5F53;&#x306B;&#x6307;&#x5B9A;&#x3002;&#x3053;&#x306E;&#x5F8C;&#x81EA;&#x52D5;&#x3067;&#x6570;&#x5B57;&#x304C;&#x5897;&#x3048;&#x3066;&#x3044;&#x304F;&#x306E;&#x3067;&#x3001;&#x30C7;&#x30FC;&#x30BF;&#x304C;&#x306A;&#x3044;&#x72B6;&#x614B;&#x306A;&#x3089;0&#x304B;&#x3089;&#x59CB;&#x3081;&#x308B;&#x306E;&#x304C;&#x7121;&#x96E3;
      1 Scan Config&#x306E;Scan Type: &#x30D7;&#x30EB;&#x30C0;&#x30A6;&#x30F3;&#x304B;&#x3089; [DIGITAL_TEST] &#x3092;&#x9078;&#x629E;
      1 Tuning Parameters: &#x3092; Target threshold:3000 / Target charge:10000 / ToT target vale:8 &#x306B;&#x8A2D;&#x5B9A;&#x3057;&#x3066;&#x304A;&#x304F;
      1 Analyze/Save Histos &#x3068; Use Manc. Enc. &#x306B;&#x30EC;&#x70B9;&#x304C;&#x3064;&#x3044;&#x3066;&#x3044;&#x308B;&#x3053;&#x3068;&#x3092;&#x78BA;&#x8A8D;
      1 [Start Run] &#x3092;&#x30AF;&#x30EA;&#x30C3;&#x30AF;
      1 &#x5C11;&#x3057;&#x5F85;&#x3064;&#x3068;&#x8D70;&#x308A;&#x51FA;&#x3059;
         * &#x3053;&#x306E;&#x3068;&#x304D;&#x96FB;&#x6D41;/&#x96FB;&#x5727;&#x5024;&#x30FB;RunNumber&#x3092;&#x8A18;&#x9332;&#x3059;&#x308B;
      1 terminal&#x306B; Done &#x3068;&#x8868;&#x793A;&#x3055;&#x308C;&#x305F;&#x3089;&#x5B8C;&#x4E86;
      1 &#x4E0A;&#x90E8;&#x53F3;&#x7AEF; Plots &#x304B;&#x3089; Plot &#x3092;&#x8868;&#x793A;&#x3055;&#x305B;&#x3066;&#x78BA;&#x8A8D; &rarr; Occupancy&#x3067;&#x5168;&#x4F53;&#x304C;&#x771F;&#x3063;&#x8D64;(or 50cnts&#x306B;&#x8A72;&#x5F53;&#x3059;&#x308B;&#x8272;)&#x306A;&#x3089;OK
      1 2&#x304B;&#x3089;&#x540C;&#x69D8;&#x306E;&#x624B;&#x9806;&#x3092; [ANALOG_TEST]&#x3067;&#x7E70;&#x308A;&#x8FD4;&#x3059;<br />*RunNumber&#x306F;&#x81EA;&#x52D5;&#x3067;&#x52A0;&#x7B97;&#x3055;&#x308C;&#x308B;&#x306E;&#x3067;&#x64CD;&#x4F5C;&#x4E0D;&#x8981;
   1 PrimList &#x3067;tune
      1 Prim List &#x306E; [Load Primlist]&#x3092;&#x30AF;&#x30EA;&#x30C3;&#x30AF;
      1 &#x30D5;&#x30A1;&#x30A4;&#x30EB;&#x9078;&#x629E;&#x306E;&#x753B;&#x9762;&#x306B;&#x306A;&#x308B;&#x306E;&#x3067; /home/atlasj/work/ARtestbeam/HSIO2/primlist/primlist_3000e_10keto8tot.pl &#x3092;&#x9078;&#x629E;
      1 [Start Run] &#x3092;&#x30AF;&#x30EA;&#x30C3;&#x30AF;
      1 &#x5C11;&#x3057;&#x5F85;&#x3064;&#x3068;&#x8D70;&#x308A;&#x51FA;&#x3059;
      1 GUI&#x306B;Finish&#x3068;&#x8868;&#x793A;&#x3055;&#x308C;&#x305F;&#x3089;&#x7D42;&#x4E86;(&#x307E;&#x3042;&#x307E;&#x3042;&#x5F85;&#x3064;)
      1 &#x4E0A;&#x90E8;&#x53F3;&#x7AEF; Plots &#x304B;&#x3089; Plot &#x3092;&#x8868;&#x793A;&#x3055;&#x305B;&#x78BA;&#x8A8D;
         * Occupancy&#x306E;&#x6570;&#x5B57;&#x304C;&#x5927;&#x304D;&#x3044;&#x307B;&#x3046;&#x3067;&#x771F;&#x3063;&#x8D64;&#x306B;&#x306A;&#x3063;&#x3066;&#x308B;&#x304B;&#xFF1F;
         * 2&#x6B21;&#x5143;map&#x306B;&#x30D1;&#x30BF;&#x30FC;&#x30F3;&#x304C;&#x5927;&#x304D;&#x306A;&#x6B20;&#x640D;&#x304C;&#x898B;&#x3048;&#x3066;&#x3044;&#x306A;&#x3044;&#x304B;&#xFF1F;
         * 2&#x3064;&#x76EE;&#x306E;&#x30D5;&#x30A1;&#x30A4;&#x30EB;&#x3082;&#x958B;&#x304D;&#x3001;threshold&#x304C;3000&#x306B;&#x306A;&#x3063;&#x3066;&#x3044;&#x308B;&#x304B;&#x78BA;&#x8A8D; &rarr; thredist&#x3067;3000&#x4E2D;&#x5FC3;&#x306E;&#x30AC;&#x30A6;&#x30B9;&#x5206;&#x5E03;&#x304C;&#x898B;&#x3048;&#x308C;&#x3070;OK
      1 RunNumber &#x3092;&#x8A18;&#x9332;
      1 GUI&#x4E0A;&#x90E8;&#x5DE6;&#x7AEF;&#x306E; [Update] &#x3092;&#x30AF;&#x30EA;&#x30C3;&#x30AF;
   1 TOTtest
      1 Scan Config&#x306E;Scan Type: &#x30D7;&#x30EB;&#x30C0;&#x30A6;&#x30F3;&#x304B;&#x3089; [TOT_TEST] &#x3092;&#x9078;&#x629E;
      1 Prim List&#x306E; [Clear Primlist] &#x3092;&#x30AF;&#x30EA;&#x30C3;&#x30AF;
      1 [Start Run] &#x3092;&#x30AF;&#x30EA;&#x30C3;&#x30AF;
      1 plot&#x3092;&#x898B;&#x3066;8&#x4ED8;&#x8FD1;&#x306B;&#x92ED;&#x3044;&#x30D4;&#x30FC;&#x30AF;&#x304C;&#x3042;&#x308C;&#x3070;OK
      1 RunNumber &#x3092;&#x8A18;&#x9332;
   1 &#x7DDA;&#x6E90;&#x3092;&#x7F6E;&#x3044;&#x3066;SelfTrigger&#x3092;&#x898B;&#x308B;
      1 &#x7DDA;&#x6E90;&#x3092;KEK114&#x306E;&#x30D6;&#x30E9;&#x30C3;&#x30AF;&#x30C6;&#x30FC;&#x30D7;&#x304C;&#x3055;&#x308C;&#x3066;&#x3044;&#x308B;&#x4E2D;&#x5FC3;&#x3042;&#x305F;&#x308A;&#x306B;&#x7F6E;&#x304F;
      1 Prim List&#x306E; [Clear Primlist] &#x3092;&#x30AF;&#x30EA;&#x30C3;&#x30AF;
      1 Scan Config&#x306E;Scan Type:&#x3067; [SELFTROGGER] &#x3092;&#x9078;&#x629E;
      1 Start Run &#x3092;&#x30AF;&#x30EA;&#x30C3;&#x30AF;
      1 60s~&#x5F85;&#x6A5F; *&#x4ECA;&#x56DE;&#x306F;100s
      1 [Running] &#x3092;&#x30AF;&#x30EA;&#x30C3;&#x30AF;&#x3057;&#x3066;&#x6B62;&#x3081;&#x308B;
      1 &#x4E0A;&#x90E8;&#x53F3;&#x7AEF; Plots &#x304B;&#x3089; Plot &#x3092;&#x8868;&#x793A;&#x3055;&#x305B;&#x78BA;&#x8A8D; &rarr; &#x7DDA;&#x6E90;&#x306E;&#x5F62;&#x304C;&#x898B;&#x3048;&#x308B;&#x306F;&#x305A;
---++++++ &#x52D5;&#x4F5C;&#x78BA;&#x8A8D;&#x7D50;&#x679C;
   * KEK114
      * VDDA 1.4V/0.382A(scan&#x524D;)&#x3001;1.4V/0.5A(scan&#x5F8C;)
      * VDDD 1.2V/0.0214A(scan&#x524D;)&#x3001;1.2V/0.98A(scan&#x5F8C;)
      * tuning
         * Occupancy map : OK(digital 1178 analog 1179)
         * Threshold&#xFF1A;OK (1190)
      * TOT : OK(1196)
      * Self Trigger : OK (1197)
   * KEK132
      * v1 1.8V/0.83A(scan&#x524D;)&#x3001;1.8V/1.07A(scan&#x5F8C;)
      * tuning
         * Occupancy map : OK (digital 1003, analog 1004)
         * Threshold&#xFF1A;OK (1015)
      * TOT : OK (1016)
      * Self Trigger : OK (1017)
   * KEK141
      * v1 1.8V/0.82A(scan&#x524D;)&#x3001;1.8V/1.06A(scan&#x5F8C;)
      * tuning
         * Occupancy map : OK (digital 866, analog 867)
         * Threshold&#xFF1A;OK (879)
      * TOT : OK ()
      * Self Trigger : OK()
   * KEK134
      * v1 1.8V/0.835A(scan&#x524D;)&#xFF0C;1.8V/1.076A(scan&#x5F8C;)
      * tuning
         * Occupancy map : OK (digital 1018, analog 1019)
         * Threshold : OK (1030)
      * TOT : OK (1031)
      * Self Trigger : OK (1033) , &#x4E8C;&#x3064;&#x306E;&#x3046;&#x3061;&#x7247;&#x65B9;&#x3057;&#x304B;&#x898B;&#x3048;&#x306A;&#x304B;&#x3063;&#x305F;
   * KEK142(&#x7247;&#x65B9;&#x3057;&#x304B;&#x53CD;&#x5FDC;&#x3057;&#x306A;&#x3044;&#x305F;&#x3081;&#x4EE5;&#x4E0B;&#x306F;&#x7247;&#x65B9;&#x306E;&#x307F;&#x306E;&#x7D50;&#x679C;)
      * v1 1.8V/0.846A(scan&#x524D;)&#x3001;1.8V/A(scan&#x5F8C;)
      * tuning
         * Occupancy map : OK (digital 1160 analog 1161 )
         * Threshold&#xFF1A; OK (1154)
      * TOT : OK(&#x3059;&#x3053;&#x3057;&#x5E45;&#x304C;&#x5927;&#x304D;&#x3044;) (1175)
      * Self Trigger : OK (1177)
KEK114(ROI),KEK132,KEK134,KEK141,KEK142 &#x306E;5&#x3064;&#x306E;&#x3046;&#x3061;&#xFF0C;KEK142&#x3060;&#x3051;1ch&#x5206;&#x3057;&#x304B;&#x898B;&#x3089;&#x308C;&#x306A;&#x304B;&#x3063;&#x305F;&#xFF0E;
---+++ 2024/5/24(&#x91D1;)
---++++ &#x5916;&#x90E8;&#x30C8;&#x30EA;&#x30AC;&#x30FC;&#x52D5;&#x4F5C;&#x78BA;&#x8A8D;&#x3000;&#xFF08;&#x5800;&#x8D8A;&#xFF09;
---+++++ pc26&#x306E;&#x30CD;&#x30C3;&#x30C8;&#x30EF;&#x30FC;&#x30AF;&#x306B;&#x7E4B;&#x304C;&#x3089;&#x306A;&#x3044;&#x554F;&#x984C;
   * &#x624B;&#x9806;&#x901A;&#x308A;&#x306B;&#x5916;&#x90E8;&#x30C8;&#x30EA;&#x30AC;&#x30FC;&#x306E;&#x52D5;&#x4F5C;&#x78BA;&#x8A8D;&#x3092;&#x884C;&#x3063;&#x305F;&#x3002;
   * pc26&#x306E;&#x30CD;&#x30C3;&#x30C8;&#x30EF;&#x30FC;&#x30AF;&#x306E;&#x63A5;&#x7D9A;&#x304C;&#x5207;&#x308C;&#x3066;&#x3057;&#x307E;&#x3063;&#x305F;&#x3002;
   * &#x524D;&#x56DE;&#x3082;&#x540C;&#x3058;&#x3088;&#x3046;&#x306A;&#x554F;&#x984C;&#x304C;&#x751F;&#x3058;&#x305F;&#x3089;&#x3057;&#x3044;&#x3002;ATLAS&LGAD2023&#x306E;skype&#x306B;&#x305D;&#x306E;&#x5C65;&#x6B74;&#x304C;&#x3042;&#x308B;&#x3002;
   * &#x539F;&#x56E0;&#x306F;&#x308F;&#x304B;&#x3089;&#x306A;&#x3044;&#x304C;&#x89E3;&#x6C7A;&#x65B9;&#x6CD5;&#x306F;&#x308F;&#x304B;&#x3063;&#x305F;&darr;
   * &#x5168;&#x3066;&#x306E;etha&#x30B1;&#x30FC;&#x30D6;&#x30EB;&#x3092;&#x629C;&#x3044;&#x3066;&#x304B;&#x3089;&#x518D;&#x8D77;&#x52D5;&#x3059;&#x308B;&#x3068;&#x30CD;&#x30C3;&#x30C8;&#x30EF;&#x30FC;&#x30AF;&#x306B;&#x7E4B;&#x304C;&#x308B;&#x3002;&#xFF08;eno1&#x304C;&#x30CD;&#x30C3;&#x30C8;&#x30EF;&#x30FC;&#x30AF;&#x306E;&#x63A5;&#x7D9A;&#x30DD;&#x30FC;&#x30C8;&#xFF09;
   * &#x624B;&#x9806;&#x306E;12&#x756A;&#x307E;&#x3067;&#x306F;&#x554F;&#x984C;&#x306A;&#x304F;&#x9032;&#x3093;&#x3060;&#x3002;
   * ./bin/startrun &#x3092;&#x5B9F;&#x884C;&#x3057;&#x305F;&#x3068;&#x3053;&#x308D;&#x3001;connection error &#x304C;&#x751F;&#x3058;&#x3066;&#x3057;&#x307E;&#x3046;&#x3002;ip&#x30A2;&#x30C9;&#x30EC;&#x30B9;&#x3092;&#x8A2D;&#x5B9A;&#x3057;&#x3066;&#x3082;&#x89E3;&#x6C7A;&#x3067;&#x304D;&#x306A;&#x304B;&#x3063;&#x305F;&#x3002;
&#x6B21;&#x306E;&#x4EBA;&#x306F;&#x3053;&#x306E;&#x7D9A;&#x304D;&#x304B;&#x3089;&#x304A;&#x9858;&#x3044;&#x3057;&#x307E;&#x3059;&#x3002;
---++++ 

---++++ &#x5916;&#x90E8;&#x30C8;&#x30EA;&#x30AC;&#x30FC;&#x52D5;&#x4F5C;&#x78BA;&#x8A8D;&#x306E;&#x624B;&#x9806;(2023.06&#x306E;&#x30B3;&#x30D4;&#x30DA;&#xFF09;
   1 FPGA&#x3068;TLU adapter card &#x3092;&#x5408;&#x4F53;(&#x3059;&#x3067;&#x306B;&#x5408;&#x4F53;&#x6E08;)
   1 FPGA&#x5074;&#x306B;&#x3042;&#x308B;etha&#x30A2;&#x30C0;&#x30D7;&#x30BF;&#x3068;PC26&#x3092;etha--USB&#x3067;&#x63A5;&#x7D9A;&#x3059;&#x308B;&#x3002;
   1 FPGA&#x306E;6pin&#x30B3;&#x30CD;&#x30AF;&#x30BF;&#x306B;&#x96FB;&#x6E90;&#x30B1;&#x30FC;&#x30D6;&#x30EB;&#x3092;&#x3055;&#x3057;&#x3001;&#x96FB;&#x6E90;&#x3092;&#x5165;&#x308C;&#x308B;&#x3002;&#x96FB;&#x6E90;&#x30B9;&#x30A4;&#x30C3;&#x30C1;&#x306F;&#x30B1;&#x30FC;&#x30D6;&#x30EB;&#x306E;&#x6A2A;&#x306B;&#x3042;&#x308B;&#x3002;
   1 TLU adapter card &#x306E;CMOSout0&#x3068;HSIO2&#x306E;trigger&#x3092;lemo&#x30B1;&#x30FC;&#x30D6;&#x30EB;&#x3067;&#x63A5;&#x7D9A;&#x3002;(CMOSout0&#x304B;&#x3089;&#x30C8;&#x30EA;&#x30AC;&#x30FC;&#x304C;&#x6765;&#x3066;&#x3044;&#x308B;&#x304B;&#x78BA;&#x8A8D;&#x3059;&#x308B;&#x3068;&#x304D;&#x306F;&#x3001;CMOSout0&#x3092;&#x30AA;&#x30B7;&#x30ED;&#x306B;&#x3064;&#x306A;&#x3050;&#x3002;)
   1 ~work/ARtestbeam202312/KC705TLU/KC705TLU_firmware &#x5185;&#x3067; ./run.sh flash bitfiles/kc705tlu_EMU1.3msGBusy.bit(&#x306A;&#x3051;&#x308C;&#x3070;EMU&#x306E;&#x542B;&#x3093;&#x3060;bit&#x30D5;&#x30A1;&#x30A4;&#x30EB;&#x3092;&#x9078;&#x629E;)<br />&#x3067;FPGA&#x306B;TLUfirmware&#x3092;&#x8AAD;&#x307F;&#x8FBC;&#x307E;&#x305B;&#x308B;&#x3053;&#x3068;&#x3067;&#x3001;FPGA&#x3092;TLU&#x3068;&#x3057;&#x3066;&#x4F7F;&#x7528;&#x3067;&#x304D;&#x308B;&#x3088;&#x3046;&#x306B;&#x306A;&#x308B;&#x3002;
   1 atlaspc26&#x5185;&#x3067;&#x3001;source /home/atlasj/daq/rce/scripts/setup-env.sh &#x3067;&#x74B0;&#x5883;&#x5909;&#x6570;&#x306E;&#x8A2D;&#x5B9A;&#x3092;&#x884C;&#x3046;&#x3002;
   1 cosmicGui -i 192.168.1.70&#x3000;&#x3067;cosmicGui&#x304C;&#x7ACB;&#x3061;&#x3042;&#x304C;&#x308B;&#x3002;
   1 cosmicGui&#x3067;&#x3001;config&#x3092;calibGui&#x3068;&#x540C;&#x69D8;&#x306B;&#x8A2D;&#x5B9A;&#x3059;&#x308B;&#x3002;(FEI4&#x52D5;&#x4F5C;&#x78BA;&#x8A8D;&#x306E;1.ConfigFile&#x3092;&#x53C2;&#x7167;)
   1 cosmicGui&#x306E;&#x8AF8;&#x3005;&#x306E;&#x8A2D;&#x5B9A;&#x3092;&#x753B;&#x50CF;&#x306E;&#x3088;&#x3046;&#x306B;&#x3059;&#x308B;&#x3002;
   1 FEI4&#x306F;&#x52D5;&#x4F5C;&#x78BA;&#x8A8D;&#x306E;&#x6642;&#x3068;&#x540C;&#x69D8;&#x306B;LV&#x3092;&#x304B;&#x3051;&#x3066;communicate&#x3067;&#x304D;&#x308B;&#x72B6;&#x614B;(CalibGui &#x3067;Digital scan&#x3068;&#x304B;&#x304C;&#x901A;&#x308B;&#x72B6;&#x614B;)&#x306B;&#x3057;&#x3066;&#x304A;&#x304F;
   1 Config DUT&#x3092;&#x898B;&#x3066;&#x30EC;&#x70B9;&#x304C;&#x3061;&#x3083;&#x3093;&#x3068;&#x3064;&#x3044;&#x3066;&#x3044;&#x308B;&#x304B;&#x78BA;&#x8A8D;&#x3059;&#x308B;&#x3002;(&#x4ECA;&#x56DE;&#x306F;&#x3064;&#x306A;&#x3052;&#x3066;&#x3044;&#x306A;&#x3044;FEI4&#x306E;&#x30EC;&#x70B9;&#x3082;&#x3064;&#x3044;&#x3066;&#x3044;&#x305F;&#x305F;&#x3081;&#x306B;&#x554F;&#x984C;&#x304C;&#x751F;&#x3058;&#x305F;&#x3002;)
   1 Running&#x3092;&#x62BC;&#x3057;&#x3066;&#x8D70;&#x3089;&#x305B;&#x308B;&#x3002;
   1 &#x5225;&#x306E;&#x30BF;&#x30FC;&#x30DF;&#x30CA;&#x30EB;&#x3067; ~work/ARtestbeam202312/KC705TLU/KC705TLU_Software &#x5185;&#x3067;./bin/startrun &#x3092;&#x5B9F;&#x884C;&#x3059;&#x308B;&#x3068;&#x3001;TLU&#x306E;CMOSout&#x304B;&#x3089;&#x30C8;&#x30EA;&#x30AC;&#x30FC;&#x304C;&#x51FA;&#x3066;&#x304F;&#x308B;(&#x3061;&#x3083;&#x3093;&#x3068;&#x30C8;&#x30EA;&#x30AC;&#x30FC;&#x304C;&#x51FA;&#x3066;&#x3044;&#x308B;&#x304B;&#x3092;&#x30AA;&#x30B7;&#x30ED;&#x3067;&#x78BA;&#x8A8D;)&#x3002;
      * &#x3082;&#x3057;startrun&#x3067;connection error&#x304C;&#x751F;&#x3058;&#x308B;&#x5834;&#x5408;&#x306F;TLU&#x306E;IP&#x8A2D;&#x5B9A;&#x304C;&#x884C;&#x308F;&#x308C;&#x3066;&#x3044;&#x308B;&#x304B;&#x78BA;&#x8A8D;&#x3059;&#x308B;&#x3002;(&#x624B;&#x9806;&#x306F;HSIO2&#x306E;&#x6642;&#x3068;&#x540C;&#x69D8;&#x3067;&#x3001;&#x30A2;&#x30C9;&#x30EC;&#x30B9;&#xFF1A;192.168.10.10 &#x30CD;&#x30C3;&#x30C8;&#x30DE;&#x30B9;&#x30AF;&#xFF1A;255.255.255.0 &#x30B2;&#x30FC;&#x30C8;&#x30A6;&#x30A7;&#x30A4;&#xFF1A;192.168.10.1 )
      * runnumber for ~&#x3000;&#x3067;&#x30A2;&#x30AF;&#x30BB;&#x30B9;&#x3067;&#x304D;&#x307E;&#x305B;&#x3093;&#x306E;&#x3088;&#x3046;&#x306A;&#x30A8;&#x30E9;&#x30FC;&#x304C;&#x51FA;&#x305F;&#x5834;&#x5408;&#x306F;&#x3001;&#x5B58;&#x5728;&#x3059;&#x308B;&#x30D5;&#x30A1;&#x30A4;&#x30EB;&#x3092;&#x53C2;&#x7167;&#x3059;&#x308B;&#x3088;&#x3046;&#x306B;startrun&#x3092;&#x4FEE;&#x6B63;&#x3059;&#x308B;&#x3002;
   1 &#x3046;&#x307E;&#x304F;&#x3044;&#x3063;&#x3066;&#x3044;&#x308C;&#x3070;cosmicGui&#x306E;events &#x304C;&#x4E0A;&#x306E;&#x753B;&#x50CF;&#x306E;&#x3088;&#x3046;&#x306B;&#x5897;&#x3048;&#x308B;&#x3002;
   1 &#x7D42;&#x308F;&#x308A;&#x305F;&#x3044;&#x3068;&#x304D;&#x306F;startrun&#x3092;Ctrl+C&#x306E;&#x3042;&#x3068;&#x3067;./bin/stoprun&#x3092;&#x5B9F;&#x884C;&#x3002;cosmicGui&#x306F;Running&#x3092;&#x62BC;&#x3057;&#x3066;&#x6B62;&#x3081;&#x308B;&#x3002;
---++++ &#x5916;&#x90E8;&#x30C8;&#x30EA;&#x30AC;&#x30FC;&#x52D5;&#x4F5C;&#x78BA;&#x8A8D;&#x7D9A;&#x304D;(&#x5800;&#x8D8A;&#x3001;&#x524D;&#x5C71;)2024/05/28

FEI4:KEK114

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" />

/etc/hosts &#x3067;rce0&#x3068;rce48841896&#x3092;&#x540C;&#x3058;&#x3068;&#x307F;&#x306A;&#x3059;&#x3088;&#x3046;&#x306B;&#x4FEE;&#x6B63;&#x3057;&#x3001;&#x518D;&#x5EA6;&#x5B9F;&#x884C;

&rarr;KEK114&#x306E;&#x30B3;&#x30F3;&#x30D5;&#x30A3;&#x30B0;&#x304C;&#x4E0A;&#x624B;&#x304F;&#x901A;&#x3089;&#x306A;&#x3044;&#x3002;LV&#x3092;&#x5165;&#x308C;&#x306A;&#x304A;&#x3059;&#x304C;&#x5909;&#x5316;&#x306A;&#x3057;

KEK132&#x306B;&#x5909;&#x66F4;&#x3057;calibGui&#x3067;digital_test&#x3092;&#x884C;&#x3046;&rarr;OK&#xFF08;&#x3053;&#x3051;&#x308B;&#x3053;&#x3068;&#x306A;&#x304F;&#x6700;&#x5F8C;&#x307E;&#x3067;&#x8D70;&#x308B;&#xFF09;

cosmicGui&#x3067;Start Run&#x3092;&#x5B9F;&#x884C;&rarr;&#x4E00;&#x5EA6;&#x76EE;&#x306F;&#x3053;&#x3051;&#x305F;&#x304C;&#x3001;&#x3069;&#x3046;&#x3084;&#x3089;calibserver&#x304C;&#x843D;&#x3061;&#x3066;&#x3044;&#x305F;&#x6A21;&#x69D8;&#x3002;[calibGUI&#x7ACB;&#x3061;&#x4E0A;&#x3052;]&#x306E;&#x624B;&#x9806;&#x3067;&#x518D;&#x5EA6;&#x7ACB;&#x3061;&#x4E0A;&#x3052;&#x306A;&#x304A;&#x3059;

&#x6539;&#x3081;&#x3066;Start Run&#x3092;&#x5B9F;&#x884C; OK, ~work/ARtestbeam202312/KC705TLU/KC705TLU_Software &#x5185;&#x3067;./bin/startrun &#x3092;&#x5B9F;&#x884C;&rarr;&#x4E0B;&#x56F3;&#x306E;&#x3088;&#x3046;&#x306B;Events&#x304C;&#x5897;&#x52A0;

<img alt="" 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" />

---+++ 2024/5/27(&#x6708;)
---++++ MPPC&#x3000;&#x52D5;&#x4F5C;&#x78BA;&#x8A8D; (&#x6751;&#x5C71;&#xFF0C;&#x897F;&#x91CE;&#xFF0C;&#x5800;&#x8D8A;)

&#x3010;&#x7528;&#x610F;&#x3059;&#x308B;&#x3082;&#x306E;&#x3011;
   1 &#x30AA;&#x30B7;&#x30ED;(Lecroy)
   1 MPPC-0, MPPC-1, MPPC-2, MPPC-3
   1 HV
   1 LV
   1 &#x7DDA;&#x6E90; Sr90
B2&#x306E;&#x30AF;&#x30EA;&#x30FC;&#x30F3;&#x30EB;&#x30FC;&#x30E0;&#x3067;&#x52D5;&#x4F5C;&#x78BA;&#x8A8D;&#x3092;&#x884C;&#x3063;&#x305F;

&#x3010;&#x6E2C;&#x5B9A;&#x624B;&#x9806;&#x3011;
   1 MPPC&#x306B;LV&#x3068;HV&#x3092;&#x63A5;&#x7D9A;&#x3059;&#x308B;&#xFF0E;LV&#x306F;VCC+&#x306B;+5V, VCC-&#x306B;-5V&#x304B;&#x3051;&#xFF0C;&#x3053;&#x306E;&#x6642;&#x6D41;&#x308C;&#x308B;&#x96FB;&#x6D41;&#x306F;VCC+ 0.07A,VCC- 0.048A&#x307B;&#x3069;
   1 Signal&#x306F;lemo to BNC&#x3067;&#x30AA;&#x30B7;&#x30ED;&#x30B9;&#x30B3;&#x30FC;&#x30D7;(Lecroy)&#x306B;&#x3064;&#x306A;&#x3050;
   1 MPPC&#x306E;&#x4E0A;&#x306B;&#x7DDA;&#x6E90;&#x3092;&#x4E57;&#x305B;&#x308B;
   1 HV&#x3092;&#x307E;&#x305A;&#x306F;50V&#x7A0B;&#x5EA6;&#x307E;&#x3067;&#x304B;&#x3051;&#x3066;&#xFF0C;&#x30AA;&#x30B7;&#x30ED;&#x3067;&#x4FE1;&#x53F7;&#x304C;&#x898B;&#x3048;&#x308B;&#x96FB;&#x5727;&#x5024;&#x306B;&#x306A;&#x308B;&#x3088;&#x3046;&#x306B;&#x8ABF;&#x7BC0;(HV&#x3092;&#x304B;&#x3051;&#x305F;&#x3068;&#x304D;&#x306E;&#x96FB;&#x6D41;&#x304C;1uA&#x3092;&#x8D85;&#x3048;&#x308B;&#x306E;&#x306F;&#x3042;&#x307E;&#x308A;&#x3088;&#x304F;&#x306A;&#x3044;&#x3089;&#x3057;&#x3044;)
   1 &#x77E9;&#x5F62;&#x6CE2;&#x304C;&#x898B;&#x3048;&#x305F;&#x3089;OK
   1 &#x4E0A;&#x8A18;&#x3092;MPPC-0 ~MPPC-3&#x307E;&#x3067;&#x7E70;&#x308A;&#x8FD4;&#x3059;
   * &#x4FE1;&#x53F7;&#x304C;&#x898B;&#x3048;&#x306A;&#x3044;&#x3068;&#x304D;
   1 AND&#x306E;IC&#x3078;&#x306E;&#x5165;&#x529B;&#x3092;&#x30D7;&#x30ED;&#x30FC;&#x30D6;&#x3067;&#x78BA;&#x8A8D;&#x3059;&#x308B;&#x3002;sig1,sig2&#x3063;&#x3066;&#x3084;&#x3064;&#x3002;
   1 LM360(Comp1/Comp2)&#x306E;&#x5909;&#x63DB;&#x304C;&#x5FC5;&#x8981;&#x304B;&#x3082;&#x3057;&#x308C;&#x306A;&#x3044;
   1 &#x56DE;&#x8DEF;&#x56F3;&#x3092;&#x898B;&#x306A;&#x304C;&#x3089;&#x539F;&#x56E0;&#x3092;&#x7279;&#x5B9A;&#x3059;&#x308B;
---++++++ &#x52D5;&#x4F5C;&#x78BA;&#x8A8D;&#x7D50;&#x679C;
   1 MPPC-0&#xFF1A;OK&#x3000;(HV 56V, Cur 2.4uA)
   1 MPPC-1&#xFF1A;OK&#x3000;(HV 64V, Cur 47uA) &#x96FB;&#x6D41;&#x6D41;&#x308C;&#x3059;&#x304E;&#xFF1F;
   1 MPPC-2&#xFF1A;OK&#x3000;(HV 55V, Cur 1uA)
   1 MPPC-3&#xFF1A;OK&#x3000;(HV 56V, Cur 2uA)
---+++ 
---++ Comments

<br />%COMMENT%
Topic revision: r13 - 2024-05-28 - AtlasjSilicon
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