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l/Eq2P/ABOHTyzcGVz8u0LgKTtHAxwPX1NAHifhTxPLB8d/t8+j3mjW+vJ5DW92hU79owwyBnLqP++jVvWvD8Hin49+JNFnwFutKCqxH3HEURVvwYA/hXses+ENE8R3thearZefcae/mWsgleMxtkHPykZ5Udc9Kki8J6JD4pl8TJZY1iWPynufNflcAY2529FHbtQB89fDzU77UfjX4cttTjZL7TLSbT5t3UmKOYDPvjAPuDXS+EdZ0vRPj141uNV1G1sYWSRVe5mWMMfMQ4GTycA8V6xF4F8Nw+LD4oi0xU1liWNyssgySuwnZu28gnt79azdT+E3gjWNVuNTv9EE15cOZJZDdTDcx74DgfpQB534QvIvGH7Rep+IdIDPpdrb7Wn2kB/3YjH5nJHstUvE/g7wpJ/avirwh46j0u7TzJ5LZbgIfMGSUGCrpk9Bg8nivdNF0DSfDtj9i0ewgs7fO4pEuNx9SepPua5O/wDgz4E1G+e8m0XbJIxdxFcSIrE9eA2B+GKAF+D/AIh1PxL8PLS91aRprpJZIfOYYMqqeCfU9s+1c38dNRkWTwvolzdSWmialekajMhx+7Vo+CfQBmb8B6V6tpum2WkadBp+n20dtaQLtjijGAo/zzVXX/Duk+KNMbTtZso7u2LBgrZBVh3UjBB68g0AfN+s6tq/w9Oq+BdH1WK703U2jl027iuwHtg0gJ+YH5cgEHoP4u5r6Y0izk07RbGylnaeW3t44nmdizSFVALEnkk4zXHwfBnwDBZy2v8AYCSLIQWeSeQvx0w27K/hjPeu1srODTrGCztg4ggQRxh5GchRwAWYkn8TQB4d4Gv7Twr8c/GVlrVxFZvfSyS28s7BFYNJ5ijJ45Vs/hTrm7t/Fn7S+lz6NKlzbaZa4uLiE7k+VXJ5HB5dV+tepeJ/AXhrxgY31vTEuJoxtSZWaOQD03KQSPY5Fc/8OPAN/wCAdU1m2H2CfSLqTzLW4GRdL6I/y4K49+oJx83ABx+jX9poH7THiNtVuYrOO6tCsUk7hFYsIXHJ46KfyqT4cXEOrfH7xjqljIs9l9neMTIcqxMkYGD3B2Nj1xXpXij4f+GfGMsU2taYs88S7UmR2jcL6EqRkdeDnrVzw34T0PwjYvZ6HYJaxO26Qglmc+rMxJP9KAPm7wzoOj634t8Wf2t4v/4R7yb0+X/pSQ+fmSTP3iM7cD/vqvb9Tgs7X4Iapb6fqi6paxaPcxperKJBLhGBO4EgnII/Cluvg34BvLua6uNB3zTO0kjfbJxlick4D46muitPCui2HhZvDVtZbNHaKSE2/mufkkJLjcTu5LHv34oA+Xk0HX1+ENjr51J7zw9Fekz6QSyKoEhG4kHkFuOxG4V7V4/1Gw1b9n27vtMRY7KaztzDGP8AlmvmRjZ/wHGPwrtLPwdoFh4Xl8NW+nhdIlV1e2MjtkMct8xJbqeueO1RReBvDkPhOTwumnkaLIctbG4lP8Qbhi24fMM8GgD5z8SQQ3WifC23uLv7HBLAUkudwXyVMygvk8DA5z7V7J8NdB0DQ9UvRpXjhfEE80I3QfbI5TGob72FYkDJAz7itrUPhf4N1Sw0+yvdH82306MxWqfaZl8tSckZDgnn1zU/hv4d+FfCOoyX+h6V9kupIjCz/aJZMoSCRh2I6qPyoA888ZeCfB/iPxPqOq6Z4yh0PXYXK3SmZVAdRjJUlWXOOWBwevrWt8CvEusa/wCG9Rh1a8e+NjciKG6kJZnUrnBY8tjrk8/NXQa78J/BniLUpdR1DSM3crbpZYp3j3n1IBx+OK6LQtB0rwzpiabo9nHaWqktsTJyT1JJySenJPagCPxH4n0fwnpyahrd59ltXlEKyeU75cgkDCgnop/Ko38XaFH4ls/Dr32NVvIfPgt/Kf50wzZ3bdo4RuCc8VJ4j8L6N4t05NP1yz+1WqSiZY/NdMOAQDlCD0Y/nUb+EdCk8S2fiJ7HOq2cPkQXHmv8iYZcbd208O3JGeaAKMfxA8L3Fjq19Fqm620lwl6/kSjymJIxjbluQemaSbx74Zt7bR7iXU9sWsttsG8iQ+ccgf3fl5Yfex1p0fw98L2+n6tZRaXtttWcPep9olPmkEnOd2V5J+7imzeAfDNxbaPby6Zui0Zt1gvnyDyTkH+983Kj72elAFyDxhoUuv3+hJfZ1KwgNxcw+U/7uMBSTu27T99eASeapD4k+Ej4aPiIat/xKRP9mNx9nl/1mM7du3d074xVuHwhoUPiG/11LHGpX8Jt7mbzn/eRkKCNu7aPuLyADxVQfDXwiPDR8OjSf+JSZ/tJt/tMv+sxjdu3bunbOKAL0njLQIdc07RXv8ahqMIntYfJf94hBIOduB908Eg8VBD4+8M3EWtSxanuTRDt1A+RIPJOWH935uUb7uelTyeDdAm13TtaewzqOnQiC1m86T92gBAG3dg/ebkgnmoIfAPhm3i1uKLTNqa2d2oDz5D5xyx/vfLy7fdx1oAZN8QvC1vpml6lLqm201VzHZSfZ5T5rA4IxtyOfUCrqeLdDk8TXPhxL7OrW0XnS2/lP8qYBzuxtPDL0PeqU3w88LXGmaXpsul7rTSnMllH9olHlMTknO7Lc+pNXU8JaHH4nufEi2ONWuYvJluPNf5kwoxt3bRwq9B2oAzoviT4Sm8NT+Io9WzpME4tpLj7PL8smAdu3bu6MOcY5q5L418PQ6lpWnSahi71aJZrKPyZP3qN0OduF/HFU4vht4Rh8NT+HY9JxpM84uZLf7TKd0mAN27du6KOM44q5L4K8PTanpWoyafm70mJYbKTzpP3SL0GN2G/HNADIvHfhueTW0j1Lc2iBjqA8iQeSFJB/h+b7rfdz0qvN8R/CkGh2GtSart0/UJGitZvs8p8xlJUjG3I5U9QKni8CeG4H1uSPTdra2GGoHz5D5wYkn+L5fvN93HWqk3w78Kz6HYaLJpW7TtPkaW1h+0Sjy2Ylid27J5Y9SaANMeLdFbxQ3hsXn/E3WPzTb+U/wB3Gc7sbeh9azrf4ieF7zw9e69Bqm7TLKQRXE/kSjYxIAG0ruP3h0B61eHhXRV8UN4lFl/xN2j8o3Hmv93GMbc7eg9KoW3w78LWnh690GDS9umX0gluIPtEp3sCCDuLbh91ehHSgCWXx14bgOiiTUtp1vaNP/cSHztxUD+H5eWX72OtTw+MvD82ranpaahm90uJpryLyZP3SDGTnbg9R0JqOTwF4bnOiGXTt39iFTp/7+QeTtKkfxfNyq/ez0qaLwX4fh1bVNUj0/F7qkTQ3kvnSfvUOARjdgdB0AoApv8AEnwlH4aj8RPq2NJln+zJcfZ5eZME7du3d0B5xitB/F2hR+JbPw699jVbyHz4Lfyn+dMM2d23aOEbgnPFZ7/DXwjJ4ai8OvpOdJiuPtKW/wBpl4kwRu3bt3QnjOK0H8I6FJ4ls/ET2OdVs4fIguPNf5Ewy427tp4duSM80AVIfiD4XuLDVr6LVN1tpDhL5/IlHlEkjGNuW5B+7mlm8f8Ahi3ttGuJdT2xay22wbyJD5xyB/d+Xlh97HWkh+Hvha3sNWsYtL222ruHvk+0SnzSCTnO7K8k/dxSzeAPDFxbaNby6Zui0Zt1gvnyjyTkH+983Kj72elAFmPxhoM3iC/0JL/Op6fAbi5g8l/3cYCkndt2n768Ak81QHxJ8JHw0fEQ1b/iUif7Mbj7PL/rMZ27du7p3xir8fg7QYfEF/ryWGNT1CA29zP5z/vIyFBG3dtH3F5AB4qgPhr4RHho+HRpP/EpNx9pNv8AaZf9ZjG7du3dO2cUAXpPGWgQ65p2ivf41DUYRPaw+S/7xCCQc7cD7p4JB4qCHx94ZuItali1PcmiHbqB8iQeScsP7vzco33c9Knk8G6BNruna09hnUdOhEFrN50n7tACANu7B+83JBPNQQ+AfDNvFrcUWmbU1s7tQHnyHzjlj/e+Xl2+7jrQAyb4heFrfTNL1KXVNtpqrmOyk+zynzWBwRjbkc+oFXU8W6HJ4mufDiX2dWtovOlt/Kf5UwDndjaeGXoe9Upvh54WuNM0vTZdL3WmlOZLKP7RKPKYnJOd2W59Saup4S0OPxPc+I0scatcxeTLcea/zJhRjbnaOFXoO1AGdF8SfCU3hqfxFHq2dJgnFtJcfZ5flkwDt27d3RhzjHNXJfGvh6HUtK06TUMXerRLNZR+TJ+9Ruhztwv44qnF8NfCMPhqfw7HpONJnnFzJb/aZfmkwBu3bt3RRxnHFXJfBXh6bU9K1GTT83ekxLDZSedJ+6Regxuw345oAZF468Nzya2kepbm0QMdQHkSDyQpIP8AD833W+7npUE3xG8KW+hafrcuq7dO1CRorWb7PKfMZSVI27cjlT1A6VPF4E8NwSa28em7W1sMNQPnyHzgxYn+L5fvN93HWoJvhz4UuNC0/RJdK3adp8jS2sP2iUeWzEsTu3ZPLHqT1oA0B4r0VvFLeGRe/wDE4WPzTb+U/wB3Gc7sbeh9aoW3xF8K3fh2+1+DVd+l2MgiuJ/s8o2MSABtK7j95egPWr48KaIvilvEwsv+Jw0flG481/u4xjbnb0HpVC2+HXhS08O32gQaVs0u+kEtxB9olO9gVIO4tuH3V6EdKAJZfHnhqA6IJNS2nXCo079xIfP3FQP4fl5ZfvY61LH408Pzatqmlx6hm90uJpryLyZP3SDGTnbg9R0JqKXwH4anOiGTTdx0MqdO/fyDyNpUj+L5uUX72elSx+C/D8Orapqken4vdUiaG8l86T96hxkY3YHQdAKAKT/EnwlH4aj8RPq2NJln+zJcfZ5eZME7du3d0B5xitB/F2hR+JbPw699jVbyHz4Lfyn+dMM2d23aOEbgnPFZ7/DXwjJ4ai8OvpOdJiuPtKW/2mXiTBG7du3dCeM4rQfwjoUniWz8RPY51Wzh8iC481/kTDLjbu2nh25IzzQBUh+IPhe4sNWvotU3W2kOEvn8iUeUSSMY25bkH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SDS Series Programming Guide
Int.siglent.com 1
contents
VERSION DECLARATION ..................................................................................................... 14
What’s New in Version E11E ........................................................................................... 14
What’s New in Version E11D ........................................................................................... 14
What’s New in Version E11C ........................................................................................... 15
What’s New in Version E11B ........................................................................................... 15
Version E11A at Introduction ........................................................................................... 16
SUPPORTED MODELS ......................................................................................................... 17
PROGRAMMING OVERVIEW ............................................................................................... 18
Establishing Communications ......................................................................................... 18
Install NI-VISA .......................................................................................................... 18
Connect the Instrument ............................................................................................ 21
Remote Control ................................................................................................................ 22
User-defined Programming ...................................................................................... 22
Send SCPI Commands via NI-MAX ......................................................................... 22
Using SCPI with Telnet ............................................................................................. 22
Using SCPI with Sockets .......................................................................................... 23
Introduction to the SCPI Language ................................................................................. 24
Command and Query Structure ............................................................................... 24
Long and Short Form................................................................................................ 24
Syntax Notation ........................................................................................................ 24
Parameter Types ...................................................................................................... 25
COMMANDS & QUERIES ..................................................................................................... 27
Common (*) Commands .................................................................................................. 28
*IDN .......................................................................................................................... 29
*OPC ......................................................................................................................... 29
*RST ......................................................................................................................... 30
Root(:) Commands .......................................................................................................... 31
:AUToset ................................................................................................................... 32
:PRINt ....................................................................................................................... 32
:FORMat:DATA ......................................................................................................... 33
ACQUire Commands ....................................................................................................... 34
:ACQuire:AMODe ..................................................................................................... 35
:ACQuire:CSWeep ................................................................................................... 35
:ACQuire:INTerpolation ............................................................................................ 36
:ACQuire:MMANagement ......................................................................................... 37