Функциональная панель или панель диаграммы, в которой происходит процесс разработки исходного кода виртуального инструмента в виде отдельных графических пиктограмм, осуществляющих различные функции, и связей между ними (рисунок 3).
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)
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Рисунок 3. Функциональная панель
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2.3. Наборы приборов, функций и инструментов в LabVIEW (Смотреть видеоролик )
При создании приложения разработчик имеет возможность использовать следующие наборы:
1. Набор приборов служит для добавления регуляторов и индикаторов на переднюю панель. На нем представлены числовые, логические, строковые индикаторы и регуляторы; массивы и кластеры; средства создания диалога с пользователем; средства графического вывода информации и другие приборы (рисунок 4).
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hiMey/MOk5yomCzLnx78/P0dUp7mlVCDiJNo1O+ai4mtthtxYzKf9wxkTSBiF9qW6vbLHSEBy5unZFDuGB6od48426UeyEXefOKU1gANW2coMU4oNxvvKSq1VeCFlzXot0fu5jNZyTsxMNXO5lPc0KmYma8ybKZRu1MJWp6Q1GY67C6kk2v9Xm2dE1612KUgxxt9U3Mprjx2LZ9XN+UO8ecbdKPZCLvPnLDmt/ts3N1QEZg/wAF4CMwf4LzhOEpYLYrkHZOEqMmqrHYZz/8ep8Jz/8AHqfCFjcAbSaFT4TDjpX6LGHCycY3yM41LuM41LuM41LuMN3p4b81+mNulHshF3nzmYbKoG5MnLg7ZZdM0Wr6TVoYD6N+rq6poz8GcK0QuIU2v5Zj2zAubNQsPdnBPUxsKNT2ZbJVK0nx8O55M6wNrc2+aSV0dhiY4PQm9vaPhEJ0dlC6PUxHgsOdm2+y00V0fAKdyWG3mmCmUFzUYllvsI6+uYnroBe3q7f3T1qn/wAdvjHrU61Jwv8ABI/+U0qo76tSrcJ/NtjbpR7IRd584u4TR2KMpSlhY8G192z99E0Wr6YNTVQ68E3MrdX3pSBFiEEfsanlPWqHiCcL850e2DDfhFvt/fPNIVdIokmm1gHHR8g3VfNZTFmQGqb3OK22FgoXC1v33SvvPlDvHnG3Sj2Qi7z5xdw+SranWqa9tWo4C6q9G+UaZp1r1AhN9IfVuZobE3JpZk7hH9JpHHYalG42/hlOpwukXbD/ALOWf8sVeF0qxUnkM+b7sq8IznC9hjXCdgg3VfNYo4LWx3/L990J4NSpyOsPj0yvwgs2Zt7Id48426UeyEXefOLuHyVF4JiDVDgjCRxbdIlPFodZnTYwZRz32YpoqMLMtKx7hG1L3djcaU67TfYJTpYRdcOfzp+bqtFfBsUi3zup1dXVKmPLG97Yy/MBtO6Y6dI1OUXIjnI6d0BOi1AR0Ovx3QL8zfJg3HXm9sqKNFfE42l1+PXDvHnG3Sj2Qi7z5w+gptYhLlmuThvsAMuuj6MR08I39su2j6KN9Y/2xsWj0Tak1TUcnZ7JTeiowsDfp3QPS0UNTOwm4J9ltktV0Vgw+wjMO+0V1QFWFxKKVaYAqX1uiO9RRhQt7BCrULFb4hjQ2ttyxTklnJLKyLTVatJ8JHtteNulHshF3nzjLXZMqgbC3P6MCK50oFl5/d6/u/nKivUWztfMi+wbeuFEbUOjshw82YlGnTXCqq1hNH7JPKPumj9mvlKVVxc074ZXGWsxS7GwFzb9ZVrCvowqVMW3Ssta/wB3rlJdlSpTFTDa9hv+SqUGdR8THpzjbpR7IRd584NlgPtdUNMUHxjauNL/ANU9Vq+8n909Vq+8n90pOARx9vVlOK/iN8YqChWdmBOrVPNvbrjqaGDBTRUva68bYRKYqg4mJUNlrW//ACN+NoMV9Y2FlJ8ocC1Uqcz/ADd8vy3xEbh2KixY0Xz/ACjYb6rAG6kdHTG3Sj2Qi7z5x2B1cJ/2wbag5+a8r2qAK7qbhzfK3+YMWk8wxWYj7N/I98DVqgdxz3vzD9byh/6vn8lPsn80jVEpNUqZCwJ/QzQlVSoxNkTf6pjfjaaL2h/oaVa44fKqmEaw1dW+r3yrXHD5VUwjWGrq31e+aUemqu38KRt0o9kIu8+cVjo7sQBmJ/p48IT/AE8eEJ/p48IRMFBkRQcsM5Gr3QamkIwyuttn7E5TTf8ApiVD86cpsDWh9E5OInZBio1tU3FsvIziaZ4rfGcTTPFb4xlSlV1jiJc3/eyNulHshF3nziY75jYASfymFcV+hlK+fyV2U2IptYjdNHbSVw1MLQjXNvs02MDKbg/Joo0cXxYsSnZbKN+NocOj1GAJF7rzG3TL1KNRF52JWw7j8mlCoPQiqcDHbxo26UeyEXefONUL1QEpU7Cna+sSOf2S1U6UxXLNKRnF0jwqXwgpBKwucOI06Vr2v0TQ2JuTSzJ3CUah0msAyBmOpYZXvsmIM7EnP0aew5rBjds9gFJCfyWaNUovcO1sgouMJPMI342jMdgep/W0wh2W6hiLDZE3sPzMO8ecbdKPZCLvPnKgIuCuj398x8SqmeqAi7O6f/Wv9s0bgkXjnWwgHitNC7H9BNGao7JZEsQCc8iMvZA1SpZuTRUV7bem3TMdJ1dr4SuZ4u6/T5TQlRsQ4U57M8LXjfjaYAoJNVxnza5lWoaaKL4RYRfxN/UYd48426UeyEXefOOCyg4KJALAXsxPPDdiL8wq0vjBna3RVpfGUBjVVRyxZqqdB6D1zQux/QTRqS16GMBLhqgFpTY1NHVQ6sQK65bP37D1RamiabQLXa/pBsNvtHqmho1anUrcKzMEYHaGP6xvxtDg0pVXESBwd9pv0z1xfB/zBSxYrXztbnh3jzjbpR7IRd584PSkZDLDOXb3ROXb3RGdtIYKoudUSmRWxYgcJsJyx90Tlj7onLH3ROWPuiECqRrdE5dvdE5dvdE5dvdEY/OC4VsJGEbbxt0o9kIu8+cppTOF6mqGte2V/IQ4KtRan2y5P5bIK5z6QvOdmXtmk6G5HC4DY8xuPK/6ShRVi1g2Z+jrMBdrC52mZDBZvrC9x3zYxAVfvH6/TeIcJBDKb2FuOvVNIrFrtVqXtzAYo26UeyEXefOLwZAqLYoTs2TBT0dUP22fKUKVKk1QJcmxAufb1m/slCr80KBTZjwg2GUtx+itmI9pHOg5j1xGrVODxi4vwvV96LUX0t1A1W588tY3+sJTX5sVsy56o+sDnn1Q7x5xt0o9kIu8+c0dDxXNmHTqk/pPVqHhiaOa6ir6Opxxf6yiVWWhRBttFMSluP0aeIXz6L/WSaIa9WkNH4EXR1vfi818+7KBtGVko4tjG/1qf+OcwYkyTWVr8+Y/e+HePONulHshF3nzijhQlRRdT0G0t/3lT8MfGU10fSUp4FIu2ttIP6Rqb/8AaNMqf4Y+Mp4WByOz6IIZRt2vh+yeg9E1K9v/AHA/silqyta3Gr3sLg/Z+7LK6WuTxumWDqTcc/XG3Sj2Qi7z5xdUbOiaqlx9pKRYd4E5Kr/x2+EOHDcbVK2I9kpgADbzfRZ2TFrAWA3RhUwUmU2K1CoMwmmoUkoMs7j4/vbPm+XC9GDqvNIpcHhek+G+HIi8bdKPZCLvPnKFM8VyA26xP6RFu3JubBytzq9EOk0Tq0+Exq9VjcBuu/MJQqDaKgX2HKUtx+jruF9Ip7isrMjXDbMuqHDpFMip9lgbOOKf31QVGqUwt9obLidMqfN2pnXxNgN8yY26UeyEXefOaM3MGF/apA/MiJwhpgGk49IbA8XKaWG01HLq+Fca9LdHTeUEHGNVSPZmZS3H6OOvkFO3HhtsljVbLodyIgqYxj/iN8YKdneqTbAtY32X6ZwtFWHChTrMTG3Sj2Qi7z5wKwuCuYMCu/ArnsOJ9vTGXhtNNkx3FrHq2bYPR1jUaniNSp5dRlLcfo1AzAEsLDpzWPY7Z6StS4P7QcWw/vzl1dBTByIOXElJUdWKomIA7I26UeyEXefOACnfL7U5Ie/OSHvzkh78VmQAC/P9EFqRa2w4yvR8JyDeO05BvHacg3jtGCUbYrXJqFtm+NulHshAo0lQOznra+HPW18Oetr4c9bXw562vhz1tfDnra+HPW18Oetr4c9bXw560vhz1tfDnra+HPW18OW+dL4cphWxBUAv/wCS/8QAKRABAAEDBAEEAgMBAQEAAAAAAREAITFBUWHwcYGRodEQsSDB8eEwQP/aAAgBAQABPyFTiDEXS2x/oVBQ8xEXccf6FXMjE4rkrkrkrkofWmP0Ux19lXw3KR9B91lvYfdXHauc0k+h90DJdc1fE3LVCnCsRYvOJ050oJeCcZsIAu3sea0ktPtUAhq2vSBSYCfiK38NKmrUoHHAsG424pkhJMLycOKH0VBo7QAsfffGNTdQc0fcVnHsLBcCXxaXpBTiN8AQBZxGDexUkAJzFQgUZu1uBYlUWdTM0UmBtWD4aEXDTFktQRu0SIW8A1XbmoByCZcTwb0bjIT4o9rvGV9yr/Cz6DXn3UEo4xIV/nvuu2+6677onJ0pKpb+QCEAQks3vwRSurVBQlkB/AUBI9U0ZChi2j+HEZurYDLU3JS1Ord8RKsVYRzARGwWb+f8P2cqI69sUzZ8kAqDeQ4RsOau8bQ/4Yaynggi4s9UPLSkQwwlJ8oVCDLCSJXcb6VZU8M6JLOCXRzvtxXbGff9vKKUb3/NpRNhxCaSszQ3hoAgIDSnE6yybjx4FkHH9WpRGpYyQl6rAYWi9DyWcCGWGhucF8UbNdlJpZtMhlE2xfF+UJBgifuogoKVUJMRZuWl1prhW22E/dLpc6DpSyX11zBLo532vw+2M+/WVC74/FnTKMLXPmv97T/e0/1tLuk8lV35ruPulEpUpxcb813H3Xcfddx913H3S5Ee9aEImjyV35rpPuuk+6fbBc/3UB7U9Hu/9/mq7Xmuj3f+6lKUpSlKUpSlfNV2vNdHupw7SHA3xPEzV5YsiTsxXI96aujNkVMM2U2sLOPP/aYzf41qNlrWa5H3pwb5s3Hi/H7EXEGc2oMJKkAN/wABkDY3CKSkvFYTW5j4zz81Xa810e78c+Z+z8GAFAJErrtigTFUCcUwawujdmoLzZmg0YIagf8AD2oqYS02qggYNgkNxJf2pkBI2GGIsLUK58VMvKy9KMCEWA1ZtfNV2vNdHupDYaW7oFhguDG1Hzc7bHkMC07lqMPYEoQLd0zlJOK67YqQMpAYvek+tFoTIHXN6jMtGO8VGKdunAFCLKGUSYNmP7pUEXCLSj3NqJ+RxDBXQbK+artea6PdRyCyLmxvPOI9aYBKEQbvtUTFaVizUr2b54KuMYTAEAa3QzMRaK67YrBG67U7CtiCpKUVQIE5fNFTCWlI7ZAiBfJMLt29AB1d2ZXixZzM4lpI6SLJWaxVutldBsr5qu15ro91LpxiEI1jkRrTFwJEcT2pi4EiOJ7UJiq1BZM0aHwlgi61wVnBWOCFIICloUsUuEM/s965Hc5OP4BBBSpYgpyMPe1fNV2vNdHuqHhCOfBcFf7Uog7KISzIw1X8ZqNKohZxw9CCy63tAAVlsStJWr202XBz/wAqFaQydVhIRbVUEmhxtiCEPCi+YChFabYiUE9LzTkn4s2Hm/H6RhlAMTaBQIzZLDs6PX8KUOhbXSExeji9l7gfsf8AePmq7Xmuj3V0W1FJlcdjZiZynsRLKlYLAjfK1ikXAUclvwT3n+6/eqC7aY9nGtEhaRKy5/K+fNNKwhZ+Y804TgA2Rg9JX1muv2V0Gyvmq7Xmuj3V0W34iY9DQSInmVFYhAlRRE6elOCnUSrVOYwOQQMIZTjeh9Z23IDD5WoN2C4H2b/qgZGWsk1yDd0/C+ZIwBNFaMrktm7WtPKTE3xbYKuVLgWIwRp4roNlfNV2vNdHurotvwOzRSCMYWzNSFLIDmdGy1OOAtkofNkGw1wIM0FrJ2LMbWCY9PSoY4zaZdWHDX0p5AoNkMy40hAwsAhSZG6n8TLuR+QvShjGAsowj2AeKfLoPKvyT6+K6DZXzVdrzXR7qDGIykZ4s/FFbECJtMjkX0qAJxIaMWhN1ttcb/Fc/XYEMr81Af5OlMP7DeJQbTk3jP8AA/aKAHBobjUdHw2yIzxfNBE98gM29KTZzBDqBNocE2rqNdRpxIidsTtv381Xa810e6g46uGG68/FQCWZxKwW+4R3LblisEEwdkz62ojLKgkP2UYgQHpXQba+V/VdtsrDz64Fi/m1X+OnAU12LqJ/GKhAbf3U+ZECpHhH4sp6/KZ+xNfNV2vNdHuqQJGyoHUwawXpUAUhGPHkfl06OcIIhIqWFNKthYADTDFIIAAECBmDZTcr+UQ3IYwazajKsCyToMjGwPiu23o96ZMrC4C4Gm6wb8sxo39zkUomDshMM0fcYmRlYA4Svmq7Xmuj3UmEi9uBezoWqUUOm4QpAWsXDtTZNHVNMBGkbfjVgE4m3Crn+w4gQDmf2/kEmDUHInUCcvvU6YN4FRll1a7bf8OJsD/uIDxrFX/cQHjQg5hBCHwNfNV2vNdHuqxuarMHm/r/AA111AIIhAS7BX+U+6lAAYcpQpedR7V0/pTM3FDG4mhzQWqRjCd6ITnk1jCZBwv5Lt0FOFZjF1VcU+artea6PdUupBC1Y0Cx902UEmSJxAn/AL+HAKEQjKhorIGUghTR4/WCUKKFBnyEV0DL2fxxnpHqu0b/ALmHtt6lkFWYyLJcjQQlOFku8qHP4vhDO9A3D/nj5qu15ro91WpSCabJHjZipREYRLrFqiKoznWQaTItKcFOolWpN7IYyJZZ1u38tZYBSDDKsbDHN94WsgORr0Vjnkp6rbRmyikscV229OjCC0RrowyJiZHmklswCdAIPaug2V81Xa810e6jXCgkiVNB2k9hutZrmrPIGKCBxB+BoBCHqZQZuP1JNYxiCXluhoCMaa2DwCHZZaFWb5NcNXggqjItml5s3MV229Yq9pyOaRBLiGDbiZ/DToNlfNV2vNdHupAdeaVIkGKfRjDBVzL62967ogK5+7s/A0wBqPAJ5PSH9OnDTEZ+baULR566TouHpjgzU4WuThv+K7bekyxWWpMvL8KI1Oki5KcetdBsr5qu15ro91CMLiC1vykklYDYgoFUeE0Jm2dP4uOOOR0BKhZWH+CSSRbgVBBhD6181Xa810e6j5wlQX0x5I5ilmilrh3m+2PEUAcoQGNsDuLeSprKiLqUawacFDQJCmW0waHH8VTt/EgWOa8OrF4UWTz7VGAb3xKshaVMRlQrgzC9/T3KGU2YXIFtXnr81Xa810e6kk/EzKy/CKetNMIRk22L5xb0K07DOO0i+TCPQkgDOd6HTMcV0PH8RGYUxpZjBMC1pE0hepIVkg2XXbEsMmg06RLY5ZZyYtTqLWNoUwc2p0Gyvmq7Xmuj3U8o2pJGeJHnFdT/AKqKxEMOJM6xrQqnaCnxXQ8fxYkRse5+JPWNamnv3DBmH3JqFmsTk3rafoaVswN0CW4HoroNlfNV2vNdHuowfiSTa4c2X39aWKBtYKWAMYJkHJeflQ0JhIKWNOWU7fxj0aMyZJOTbWFnaW8xEHAg+d2pAIvKI6LL2a03KXklL8rTxQsA2V81Xa810e6uBPRtWZpVd8IH8N4Yfhw5RJ61AgETANvv+K/baBVYGeWmpacIBmy2vQuwvEL1zhKcA6A1PSve5EYqLxSDQJfR/wBOPmq7Xmuj3Vs4xuIvhteFpFrYhwYS+TS1FAIRRySbXdrUwPvdZH9+QroeP4tcRhbopg1gq2UUpE2lMoCFwvIZjSFdp2mn3qKVOPytUIlRC7i181Xa810e6vW+bfoS9adzHgrm4tAIBq2oJug7Y1WONxfoGuh4/i2eaBoSNQmxTxnU+9hirz+QbZGq4Fz380VsMM3SRMEFQSFzCJkyu7XzVdrzXR7qCAEASJFImNUWRTE5LYm8m1XS/huDS/BSNCQeCc9MFg0roeP4qzzRvBGDWk6TRbgqCCt0J0mS6zycCgQaQESzOOKJjaGrtnavmq7Xmuj3VABACWGldN9V031XTfVAGFFp5/ikBbBEE2U7H/ddj/uux/3V7LfkhSftXzVdrzRMhLEnLNdjrsddjrsddjrsddjrsddjrsddzrsddjrsdCiibZ09hAUY/wDi/9oADAMBAAIAAwAAABDl75rQ7En0adBIK6Po1CAKqApdoGAJLLLIIIFL7jTrXKINawQMchmINQzE2F98AMJaLbjzOAMAI7v2ZUINfZN7hnAANFfdRWzcIMIIDALnAgMA0Mii+cINb+HLG88gNK0IEE5YINKEEEGTAIMaUAEHbYANI2IEESQgNwww46444MAAAAAAAAL/xAAkEQACAgIDAAEEAwAAAAAAAAABEQAQITEgQWFxMFGBkaHR8P/aAAgBAwEBPxAGAIMKRBirEQeTBrYQ8lmIQEAgHDImCh/0oFq4XIfzhDUIX1ERvju5qt0a4uOt0GdhhTHsY/UcEEcPuz8UK3TaUI13HNMQ0UJpVus6ogQlBwvRLqt1My3CIEEVn5f9TMFBC1mt0PBUoJupxwwGdUE3cVYm7gwoCWBGKFbqVrL4bqHBmQBqZBTdSgsGGCyOoRJLFbqfABKJUJJdmCbqXBdeES/R1+YZJsAa9rdPae09p7T2ntPae0PL6X//xAAnEQEAAgEDAgUFAQAAAAAAAAABABEhEDFBYZFRcYGxwSCh4fDx0f/aAAgBAgEBPxBnRVO8QD0uAOSUgsLsXmuPmJVFPp0gDvBxGSVv74THXygG3ugf4MDbv3/yW7vN8nxEoa7su/FiRWgBqK/hiS4TGiLbL1Cy5cuXLly9AWaiBiAMSoA6WpcStBXNK2OZgzIjkHj9oXLVONA0JACiZWAFQKQAsuo2iUaAalxZgIptFKlf1fmIVbKJtTFs0DtANFrrGrxBilYlkxvzONBylRc1KlrhmWi3oAO8pKESsBUS4C8/3EFY0F1LIVBJliO+0VNQS8eUA0tfmVflXzNqfvMLpT2iwubptnGg/E9EN7YYEGbOGOeZzhjbuxKNB5yjHfGpQVSxvAWveO2gIpFetyGqu9utb7QN4b8b+841HmjY6thjMXKLoLqUi267gLsK5qt5XGIgFGg6vszqezOr7M6nszqezLc5+k/aTBQuzAB9Rrsn/8QAKBABAQACAQQBBAMBAQEBAAAAAREAITEQQVHwYXGB0fEgkcGhsUDh/9oACAEBAAE/EHYCMFWoKC6PqXcwDziPbWfPR/sZQ+SCVFGO+HPl58vPl58vFJZ3xOX9L84O3/N+cIsAUzcs483WPRyoVjynNCEBVikGdt4pHCn/AHBMPrMJU66tYzhNZ3K6OB5Tdpg7FFcqadIcoAFWU9QqHwbPPGnjvkanRW0+b/n9Y2RCvYxjyGTKwEH7RxEyrvH8R/jk5uUHstq4fQWqTpUGtMsfa82GeCpeXxz+v0xuiwAl22/ngmvjgTR7OIyewIlokCEtXZCKzFY9pSAEFdusDma5GAiU57mstzxbSJIaIZWLCjdu3f1z7mPinEwOC8VZ98Rr2pB9nINC8uNwK7GPEPJJuQ/+byrTAJR4i/8ArFkdw8RADzf6xpSRfwQ376xGhJ2ibbz2Ndp8EsSLvZdl4WeyABQgUp9cQP24KMe/Q4v+Pj9DwWBtnZIglGIn2z0fiz0/iz0/i6mOAAIbpT/zoSDWSDBGOzwifbPkzgD0dO1BUMDvfjKr2x0pD+gz0/nCUId0fB7AqwMm1fegf17/AC874cWY9pm2ACFebRVCou1VVSEwmZRiEIEGhgGaUUAxpKX9EaiPcCCogtG1sNbeXHuTh8ZYyVdFlDvtHYOUx1pbjQ/LSrDNvxMCGdckURNI83Hsywl1IerTDeHmRiHvf3TjkS3sTAJAuqO89F4cUT1ud6E0Y+lwHwsBwH984gEKAIAdjCNdsCq9bPlgnwMM4JAqK9oykZrkNgGmBisINJEhNmaVRqjigRWghoWocFEmB8VPEgQyYa9ghSwtI+jRjIy+hvbRb1ozUjGzmG/N5z7J80QaBcqEzf6u23j5s/xORLeUnYxVDxS56Lw4E2PGQzkPjx364sSgig4hALILa3b5o+gfXP3PGz6qLJo7GIvhfOfueP3PH7nj9zwSMoisIK9i1VVfqj6Gft+P2/A6FaCqB2yROwZfv/8AB2934evHb9Ez9Ez9Ez9Ez9Ez9Ez9Ez9Ez9Ez9Ez9Ez9Ez9Ez9Ez3fh68dnpxTKfRrT+xJjZdqDlF/wBM/cs57I/qBjp2HOcOh6lA7RCpy28kStwlK/4rvKikoOWfu2RVY7o0ZgIVtItTWAW6xGw4N+AJ9JgKHJhCqXQBt+j9mup/TjYdbA2XKr1jw+V2O4Go0Y4934evHby5rsvd74zww7Y2dJ8OiCRER0idujQr4Z2he9J5Hz98HOXYiKI+yp9sYDnIGO0Z31xijziFwU8gqTvHjKOAQ87cQynVxradzQ4kFWhO6ODvIgAdOKlPZAOZH/pj3a8QIE13VVe6rnu/D147Hx3DNyuL3wIWljMERQNgqBdznCqqpACQldEgiUhk3KGJaWRklYE0J0aWS4UIaGz5/slxCbdF0TYLyXfHdyooVpo73/z/AIYh+Ci6BLL/AG+594OM1h1XzhXTClasADSgZUjNTWDGix8EeUQ3wB8dT/4PL0ye78PXjsoy7vBFNSSOS4mSS0VA70wqeTtjxgREAlDMNpEBqDcJGmmCCNGoAhro00pDoAq7JcbtWSoiTd+O2Ax0ruJz2icPOvtmyovcVctd/B4Mo4BDztxLUhSBhz2ANChwsPsTLp1SEIEtmaj1IckBggqrTa8uZPd+Hrx2lcXyqAWVAw4pka+PgFETcTI18fAKIm4mDQ0g7kKkJvfGHZimcb5ygBo23+uipUqt5ERVVgA3cUklJQAQWoNHtHnDlSNOLRQaQGm7f/faf9z2n/c9p/3EN2ozMQ1Bmrw2yZ7vw9eOzpYp2ekQUBiMBYx30YiqQinlDXuAQd2rMnSi8YBgQ8FTKCmiBthV7uJRxr4OKyvEcvoQKdgEaAcYpscqW7O5DR7WUY3TtxMpVKrQFyjdNV2+VI7x82aE0UA2MWjrBfK2zQAht7V4MbTKyolhskRAFNlMRzf1WzIIUOTcee+BIrWFAjexTQmpswx7vw9eO3pPDBfCltbcK2i2XZzuoIoYqhKScEXlDDcVPECIjw9Z0n/4f2HxvveeFgmQkQAUq6nXiRG007GpKvA7WLtyKwEm3GQK8hXkdGWWOh5Pd+Hrx29J4dOL3cgNCNlqHDtxKaWGXnFG6/Zi2pMEkVXar3yPA5INh1ADtu3GtzKU9uV0tFrJbseySTsAhs7axjyKWKl4B1Yz2xeCc66cV7TApRSEwKEMIQBhndj/AMg0EYII0nkw/sQmkuDtJEEJoJ0ye78PXjt6Tw6BMSaJyOML7HnDXiYhiwoTLf8AM3uCMYpKadjxh+JGKgjdAAzlF746V0k7t5ShO8TYwBkwSIwTcCqNULwwpNCKCIYlTvgQ7YZ8ovZjwJw3t5ylMt7NDSjXGckaKIobKUARdA861VVWyalrb2gG2tcsNAMye78PXjsdgYWeulBO/dxrFOudC0DSoDdHJaODEdgUviuBO+84oUjKopZVMOSjgginw8juRFHY4j2HIGktKhAFiLq5uOoIlXmIEI6SLLfc2IRi00nOXzXAa+b6X2oXSo//AKdOLQFbKZt/owGAKAhUmwiJs056H5Z6H5YscQ1UQ37OPq06jj3fh68dizh0GxKKS0Md/fiawnREeQW3whscRBE3GxFFLQdryMNMfIQOgoa0pNfGcReqwn3KtVdqq76S/T+XRduCtsc2ncTPFvIJ9kmpMZmw1wYGJdr5UBQpDwN4qx9CHaiANKys8nSFHcAUhfkAdvqq+78PXjtdmu0gFbuBbNOrlVOqdbbtDuTueetCggai75AMFURRJnZU1qAAOwAAOwYDpOEciLyZFw71qvxrb7gK27V89ZZ10myVbBkocsbyuFhwcgXHbNwi3XDREYFFmpEE9GcYBdTVLy884nlabDh5AuO+e78PXjsKsnQXoIIEMNTG1QwakcCRbDQ6KIdDGy6tBEoRVRNljzBZykgVQxbANQYY5ASPbrijStdwFFRBNKnwsH27UMTYNLt+HrZZ7MxG48enkb3eUwkRuHHp5G93gAkOUhTYCPwgme78PXjsHCUhmJSCXiGdv4NttvYXchsZKovbz0qMGrT7OBopsvCxR/Z5oohxKq6Hhd/GLAGHUoTZlR7XLeXKw4OALnv12zWQqwCxdHAPsZ7vw9eO0mc6QKOoKCyCC7LzgQVAFCAKVLIspcXTtAJBE2I984+UA4AQOcjjAz1qTbSD0jRB0iOxM3phGIiMRHYIiMREQTpA7ixBaWPJqFFgdAsWKjo1AEzug4yxDLVqjdCSiHdCvQG76QpKU8IVI6UJn3fh68dpbUt6ACArSNRbCLDbhlpRZycmmGLCxNuImhgMDpvJuri2pMEkVXar3wAoYxRusbVKNN0WlkM2YVxGwFIIAbIvHQldQUGIILsoQaAFTZ0cFdBlBMsuAbuwMuUCiqGDgzxn1ygO0Vih4AAHYA6ZPd+Hrx2LJlZAER5EwM4AmXL2r53tnw8VQFbVMimlDt2M/wCVkT6gb9B2Jax2hN6DqJTTQngYBVIwZ2h7odjGUIClQYXMmVIIvbGO0Vselk1lihDwTiCq+MT1nQBC13f8Or/J7vw9eO1D938dIIPPc85wdiBpNVv/AHNh23yk5r47YrVZbrikVT44Z/ystXcpVm6KG7oFi5Vl7M8KIQEKlTdo8pMGUIaYdqOyJhj8COWlHNIGcuFJ0srgBKvxjYssM/Qsk6i6FqaZNOXjpk934evHZ0sgqCO7t68838jOiVYFdDxigEwhJQqVUcn++kf5npH+Z6R/mekf5lSyUxEW6Oex/DnnlwWmAEuJJD9IlEvu/D147ceHKwjoqQuGDpUr51Ih91i7oIXSBHvgwdmlK6hdsGLM186PbW2oShw2txkAjttqiW4H3qq/w15NG0HblRgbz+spH5fth2I3IrS0gUjWtAFDZUAQQYYIABt0J1EaeSUoYjNh7Iu0aqGq4934evHZfCVg3AHc92hZsMf6KGZVTg9x21aMZAsaCqBgsEdKOHCUvVM0eQimpr2O89T4/jnOoCS8G6GeWEczVZoS3LXYWgzosofZ41kTJ0CZVAsnQ4SlTg5Xpk934evHbVohXBXzKk4FVFHI87rFsHDDQZW3dVXJW2VYQUdxi7NnJnqfH8a7qQIvhAy/WdxAhbWspxhyUoUC02KY+ZsGjFtVXkarP7wUyWPumjw30ZPd+Hrx2rUi3QrWgTI9tEYB0wUob8JY/Jl/64V48heFNoEJFuZITnk8zOw2AxSLP4gVKACG1JgUe7L1hIIG6WkCB0CDQMPkrmBA6gdxVXaq4FIQ7r7e6PvrJXYXl+Ac934evHaiXVVWVR8ZNSvuK6BOmLER2PQokyhyculXBSCmymbibSFAGwvd/FziIC0xYcPKd8FV3YoURKDu8idssQ64fpLQPbDiuR8y+xXg++84H3MM7O04REXce4Y934evHaSV+elvsoCREnehrRKoVfs1cMrpxYuvAED5DHUd02URAuglTabI4rbM9T4/jRXndbB5OQwc+JXUHCQTYm8SiEGT4/FCMZoKHgwKW2RQTvQr2HWIKtsqRVFaoy9iGiHu/D147bm0N5Gvc7+A2YCioSTo1gkQbp1dOLo8MCiCBB0luuJh9Oy2G140z5kK6z1Pj+MuJ4uFR0C8veY4pR2cDpy09nWWmnOHF1gI3tDwImDGf+8BgXuecrtydTxdacQ9++e78PXjsODSCRER0idsC5U1ILgbg28g9HfXdcE7i5Tw74cKmnQFiA5EoVqXPU+P4z+HvC7wINs4yPt5BdXjyOdmb0hd17IEu4lBY7oElJAaA8LzrNCkKCMI1UdPhz3fh68dtUFppQDqPe98/QMfoGP0DD/1iNwfB4/7/FBBaSESsWo58H8ClSor2ylCQNpzwTnPd+HpwjcQ0yi287ZwccZ6Pz56Pz56Pz56Pz56Pz56Pz56Pz56Pz56Pz56Pz56vz56Pz56Pz56Pz4qMCjnH75yYiW2uz9v/i//2Q==)
|
Рисунок 4. Набор приборов
| 2. Набор функций предназначен для формирования диаграммы VI. В него входят управляющие структуры программы, такие как циклы, последовательности, формулы; числовые, логические и строковые функции; функций для обработки массивов и кластеров; функций для сравнения переменных; функций для осуществления операций по вводу/выводу файлов; функций ввода/вывода сигнала и другие функции (рисунок 5).
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)
|
Рисунок 5. Набор функций
| 3. Набор инструментов включает набор управляющих кнопок для изменения режима редактирования - изменения позиций выключателей и кнопок, управления значениями цифровых регуляторов, настройки виртуальных осциллографов; выделения, перемещения объектов, изменения их размера; открытие и редактирование текстового окна; соединения объектов на функциональной панели; раскрашивания объектов или фона и другие инструменты (рисунок 6).
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Рисунок 6. Набор инструментов
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