Описание

Датчик температуры наружного воздуха S+S Regeltechnik FSTF1-NTC10K-PRECON предназначен для скрытой установки внутри помещения, оснащен пассивным выходом и рассчитан на измерение температуры от -30 до +60°C.

Корпус

Корпус датчика FSTF1-NTC10K-PRECON выполнен в виде монтажной коробки в дизайне GIRA System 55 (стандартное исполнение) и состоит из двух частей: встраиваемой и лицевой с несколькими отверстиями. Степень защиты IP20, класс защиты III (согласно EN 60 529).

Монтаж и условия подключения

Датчик FSTF подключается по двухпроводной схеме и может устанавливаться отдельно или в связке с выключателями освещения и электрическими розетками в требуемом дизайне.
В зависимости от типа термосопротивления, датчик может работать с контроллерами практически всех популярных производителей.

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”>

Схема подключения датчика:

AAADnVpMNEiJDSJR9JFEUBTEmGlEWo4kQUYFEIEGWSViExKVZNChQskkgISiLPC2gk6iRqICmZRNtBMKS6WDQhKbe/19Ud6fW7tudXm99P6deQLq67q2q/tS9dZff/YMAAGCUP0Q6AwCAUAG9AWAW6A0As0BvAJgFegPALNAbAGaB3gAwC/QGgFmgNwDMAr0BYBboDQCzUOlNiAkbNmzRsIVEb78OCgAIBdAbAGaB3gAwC/QGgFmgNwDMAr0BYBboDQCzQG8AmAV6A8As0BsAZoHeADBL9Ojd1ro6O5GYuJGbDvv/ZQCAmmjRu+Pws6M4E4HeAASP6ND77GvFCeSOZfzmF1KgNwDBIgr0vnFgfX7/Pk9tPPj75aa5A6E3AMEi4nr/8On8IVzyi/PPdAuCHXoDEEQirfetY4deffiBjy8KghCo3l9sH03Us9jN8YtqOrzsE29+bkO9Q/z0wtElg+PGvX9EetSuhqpU7jb+tOu/HVsWpZC+ixvPuz+/cXhqijnn6ZZO1/9PLRrBaUyml2aju6kgyTxlzpHGuvKhieIOieOz13x24pb8hDo+3jHHvQMxEW708Nc+aenZx/u5UB7EW57/PP/IL7J9ht17qF16ac7xo+WXV+j8dtmCcYmeI5iGT5964OffZIldPLnt2aeGce59BqWWbN+ryDMINpHWWxCEW79ed/0rcL3vfLJ61Ycf8TzP8/yuXW9vnvMPtd5/Hz+3uKq6vLysomKu5eWhiST+9ndt3YIgCEJX43Mp5oJ5ZyU//+MlmeZxk1o8P9Gbl3fnJJmnzT55UxAEQWja9ljCHcV7jnv2P7VoBDcobWUd70adjRtHJhOSnJycmlq4fM7yZStWlFQXDkkkQ9K2nunuSfjEvukppuFFT727e+PmzTt31jRUjR/Fxd/xxtf/oTsXuoNo5/ng/lfLhxC/9b5gmZlAzNOWL/xgL8/z+3atWjfjHxwnefYJwo3GolHcoNRZ61bVfrh9+4a9G6Y8lRTXZ8r2z33cXNArokDvHgLXW/aL1CheVPt01i5Li+v5S/uGVxLTUhs8nzsv1T5o7r+4Rlq8dO1bc6/5b+VH7IJwbW9+So/qgiBQaXDjyGRCTH8rO3SmZ58T+6anyCoOF94q6DcodefPkuO0fbs8w5zxZt1NunOhOohenlUHpzivKw0TzP2KF0pT+33365nkT29886v7KNbpA/o+tllSP3JebXiUMz8v+xYINkbVW/mXU9bpA24r3v+D5L93TttzQpaQqwCf8+99q//ZT1pRFwRqvbnRDzdKKrXic0SaVWWtQRBEf+LLVrdTngvNQfTyHIDeHbY1w5UPDqH1wNTkv86x/qh3WPHI5vsfJXAYQMo+rd1VB9V9z/Lv/KU1m90jDB3L989TXXp7IX7x6atj2WQIiJS56z7IL8Ezq9OXP+7JOyN2DFHyn28X0uNAnp5DkAvTXvmvyP17csSIjT0Ft5ZBBkDKS35/28oX7N9vKR/eILir+XlG8/Ln28X9b4RocgaJd+Ih0Hn0wkqpdYIdx6ez+XYOvtvU2BVm+tOJ7QO7QYSG/Fb6vP+KVv/CytUH6+bZxZfF3UePF2ceVE9XBCTBptQuHV2/u5BFtv7z0CtHp7mgN7tgWr1p7tFkDIMJDesn0ub7VMiI8b+97Bnm/9erpmlDnjzV3dv2i9eAuCIAg/v16ckDHy+ckTzaPv/7hN9lEEK+eqc4mNyjkIPYzoLX3zpGta6zy9foSi81ZoeTHdnP/Cofrqu+L12bKqGfmsruImNW191oc/3jd8mHwWxam1hwTHposWm6pOoy9bn4Pog7z8rGrUCb1u5e+5HsWrUemJrc01R5c/+aTFXTWvu+tSi9Q0zs622veqbfIEmflkCnd/t31Xcr9e5qWNXfnHZPWgqn0aLrPD5vojkzY/d5QRCE00tyzfL+auqOsb+s+Eqyk806K7W3HWPqc6HqGLt5sfZhc78X5W2EIeoYO/bhEwl98+RvNMdLMpQPOxBkYlrvs8calr85bSCXNG3qBx8r2n4485SpO5q+vCHuqRz68smOGZOT45Q/OOHC0SWDCTEpSzlBEDuoJSX2xW+WDzUPXOxqaRf80JuQQamzqssWLNAZ1vL1nin9fQ5r8XUuvg7SZj24eXrRMO7vk6pX7vlIMazlzierVx46c4X6vAR7VUG892EtNy/vzkkkQwaXb7LU7+7ZJ7m0Sv6KA4JLLOut2x7r2rw3R5kmLK3+WVkz7Pp+0QupcX2e2NWi+PuXM8dw7qJb5IJlZgLpEYby3ZvLe+HgwY3PDXRlIylnHP+t8o30wrYNMzL8GZSqdS5eD+J+0OhfOs9doBqU2nnZOnfOA94Hpf7yPZ//SFLP/eo7oby0sc0pgBASVXr7yfUtCxLi/kujd1oQdJqXfNNZuywt7o9rj3cFIX9BylK4c4KJPewAvaU4r+3NTzHnKhqlggX0BmEmlvXusm7MezTnwAXND53HKvIfXbJG+0Ot/Y+XPzWMIySezLf+4Hv3QIgevb1enGut7zw9YfYBjX5BEGvEst5BxXms4omJM559r1E5PTN4dDcVJJmnzTsbquMDoAB6A8As0BsAZoHeADAL9AaAWaA3AMwCvQFgFugNALNAbwCYBXoDwCzQGwBmgd4AMAv0BoBZIqu39vJgyvi4IVouq+uTjfn973i+9nPpoXRCREiOIw9XdOvY4dfGSpIeNLBo9VpJZAWtWWLqGZc+19/SWQZAFmhBvc+nm8aa5RcTC30Zi8jrLY0rxPP84ZrcdNmvNkTLZbWdqB7Jpc5dpgiVcn3LgoS42+fy723fpnMcqUUO2+oRhBs9bPkHNbU7PUtnSeMi0ehNsf5WIHrfODx1gPxZiYW+jEbk9fbxqw3NclldX87MMo+bcEgZUU0rRITiOJL/3ty/JpPIQyZ3ntuULY1PSKE3zfpbAeh9dFdOcto9aSk9+2ChL8MR9XqHYrms9i2VI/v1Wd4kWyRMxC+9L789M96kCJnc3VSQ5CNuuUJvmvW3/Nbb2TLr3oTS7XWzJPtgoS/DEe16Bz0i/5gDXzctyuj7SM1ezXBqful9atEIzqSMBuU7/wGsv+Wv3mc/nTXwjje+/l26Dxb6Mh5G01tsnHsg90ud8opOb7G94HBNbjqXOeLgVdkR1PnnFCsKnLJOH+Dn+ls0jRSSfJ5ekhc/bfbJm4JKb98NmYAhjKZ3cv+X584ayd3+8t7jmjmi09ubG4qc2Fflm+OlLwK/H1vwTHKcn+tv0XQxuPJ5SbhwdMlgcR1ytd5Y6MtQGE3vYfceutTZOGMMN2TQxh86BRV+V859lN6CcLZpUYbMycTMoRmcn+tv0VfOD7dfsMxMfMxVX/BZOQdME+16h2a5rLYT1SM5c/7kluvKHLVvKE1INtfa9Y/j693bNn+YMidXzh2oXrmi5JVppbNX76w9f1b27k21/hat3n+at+Njy4g7ivccVDhb6MR9TrHaLlsro+2Zjfn4xaVnNN+hWhq7EwXbnAmL7e7RtKE+L+vKRJupBO+75czkc4VEXLOc36W7R6/33sQw8njLjf80fZPljoy3BEvd6hWy7rVMW0eCKJat76+dvPFA3jVMM89PUW1wxNynno7T0bN2/evHnT/u0vzRrJyfuW1Sj0pll/i1ZvQkyy1GX7YKEvwxH9eoduuayui7UTE0lm5tYzvwniq+mg1JKtOy4p1r1SZLJl1/h+f1rS5Hoz6DhUv2SMl0GpWqgHpfpcf4te78yMfZf098FCX8Yi5qeUYD0dAPSA3gAwS8zrjeWyANAj5vUGAOgBvQFgFugNALNAbwCYBXoDwCzQGwBmgd4AMAv0BoBZoDcAzAK9AWAW6A0As0BvAJgl4npfOv3Rv157+b4JSXGExMfnFD/+6vubz3lCL2mHEDTHL6rxxBe51fr5uufmTBosTgg3Dc8fO3/dG1+2SaI32ZvmDiTEpI6gpgqEqBexUBVxyWeiv+1blzPx0UctH1y7enLHrFceTSEkPj6n5Nn3Gk/c8pFcz9ld37IgIU4rqpz8CgiCcGFPXdUz7vy4L+N56ToPgiBc+enjyuUvPThpGEfIoLRJs56u2lmr3EcDcUa9bOLd6SW5ZtUaTz5upbeZ+fLjdLY1vrlm7qPPjk0kxETIiMyp8+XXTfDcU6+Hor/vvq4M1Y1QJ9d5blO2VrzNAG9EAERW7/bT79yfqL5Jo1fwroWvfOrtsK0eIcZRSHvyhUmTxou/CY7LebrFEygx6HpTJOr6QcyoWDZWfoLxfRc3nveanN96X/9g2ShOI9s9l1EQhKutq+9VX+q4Uf9a7StUi0rvtm+XZ6hc8nkrafW+0Vg0SmO5OOl1E4KqN8WVCUzv33e/nklUegd+IwIgonp3bFk4II6QzHvWNX1z+T9Xrvxy9cSK0oFxhKjCj2peX0Fw361BqZt+cK9jcvrIvLsIMfUEVPFbb+kfvXzXa6LuoOJ9Jqx8/fj5n65evX7xU2vlcEJM5v6LaxSr9umdHZ3e7ftyCTFxSc8UWU+fav/Pf9pP/2SdPTk5jpBBqQ3un3rHloUD4jhu3CMfnnFd2Y5PdhamEJJs3vaj4BWl3hcsM/vHKV2iuJUatQCh6xw/Wu7kKev0AYSY+kxa7ptgttbR0Xv/j3m9mJxCSPpae+L+pD0d13misTiN5i6CuTUu9e3IgAiKje4gWS/dw1b4kXvc82rywvX/DGuz/1BBS6fjCfEFPcw9vcIdOCrjdFoi69hwzZK3kmX357ZryJVmO9vyt/VR22NcMJMf11jlXy6/i5aX4aIaY/rj3eJf3WwJXbJS8tVxomqCrGGsi17Dy3KZtwo7L0n2XYpbSae3df1Qony+u5SQBswNnt40VyYQvZu2PZbw97EPTUiJ8zu54BFJvbXutyB0Xb506dIlxQpBunrTHDboelMkKmaYy53RKn2nEn+7qpUPeqW3Zg6Vv3XNSy3+Ub4Eoq9T69iyKC3uL2V7Pt3o+/iKW0mlt/aloLkvAepNdWX8vxE3Dk9N4Ubfd+DjbQEkFzyiT29NvOj9y66tFTmThnGExMfnvPR09cdHdz2hqbfWFqjePhOl/Zl6PTvdZYMC1Ftz83n9pbfp8u6cJHNuwbGrNI8PL8fRy2co9PZ+36mujN834sS+6Skka91Hv3+j+TQJ7EYEQIzr3bVvzb1mQkwkcdyowucnTRpfkJ18112JvdJbFvdbSx6aRKNT75SCSZY1shWIysvKX2s86fXae27T1AAAf+BP3jxeOobLzNh9Xq+yENiNCICo0/ta08ry8rJ5u07KIuvrCdDyYjoxmQcuXt2zGsEVW02Wpt4UlXPr+qFEnorWd2kSdVXOFeurfMaPVDw+vJ5dryvnnqY+P56kKtzffce6f2oKN/r+Q+2UlX/Freyt3rLrJrbAycJaB7FyrsSfG/GHjQePlN1lHrikxhFocsEjknq7L5B0pe7O0+tHEHUzg44AXt5kAtH7wlsF/RTNHhrfpUo0fE1rrismb1o79+msVFm2xW/JlnYRultenThx4vgFh2hKbzLg/nH39XOvkaByieJW0jWtfcaPVDWttW8oVVyHm/vXZBKOky783rumNe9Xxh+9TQ8+OM6cHL/xVHfAyQWPiOrt6k0Zctdbh7+8+J8rV365cvqdVfeaCTH997s22Z5eS28u+cX53193fdB97FDl0ID0PvtV1UhCFEsL6pbePhJ1V+dMYypWHPvlp6tX2+3Wg2LHmLzV1NvZ0XWMdRx8MlG7Y2xEtrw/hpAR//zA9ot4sO5v/29husaTVIXkdVGscAoaLlHcSjq9zx6ZnUo0O8Y8zfLd3x9d92AiMZkHLtv0q5dD+dEx5uPK+KM3ISYueY67Dy+g5IJHRPUWrv2werRGG0PSjHln5Ctn6Alwo756tFn2XW789JceSPdbb90BLT1H9qROk6ioN3f/EzPHywdpSJZP8nl2vRzWMmZ1Xc9zROdSc+Me+bePxb09enNDqtwPJrVLvm8lnd66w1o8182dnyFpW890ezsU5WOd4sr4qfdfVnzV3pvkgkdk9RYE4eLJunlLnh8zISmOeEZ3fn1NuSyOfsv577YN78wfKw6ETMh5ZfqOY+caF0ycOHHicx+2uHYJtt40iXoy/N0F96BUU9+HXn5GObjS69nRD0pt2/+RbFDqS09XNTQoFxf66UT9qxUvPCKOsevz0LPji5e+evhnxRAbNW6dPBVOQVNLn7eSUm9B+O1q81rpoNSMZxe/vOtrzzX47dC0tCkVcw+eka4Q2wu9Ka6MP3pz5 мм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”>

Основные характеристики

Диапазоны измерения:	-30 .. +60°C
Чувствительный элемент:	PT100, PT1000, NI1000, NI1000TK5000, NTC1, 8K, NTC10K, NTC20K, NTC30K, NTC50K, KTY 81-210, LM235Z FET
Сужение диапазона:	в ручке настройки
Измерительный ток:	прибл. мА
Потенциометр:	стандартный – 1 kОм (опционально 100 Ом, 5 кОм, 10 кОм или потенциометр 0-10 B линейный
Поворотный переключатель:	макс. 5 положений (0, Авто, I, II, III), 24 B, макс. 130 мА с ограничителем угла поворота
Кулисный переключатель:	макс. 24 В перем./пост. тока, макс. 130 мА
Кнопка:	замыкающая, макс. 24 В пост. тока, макс. 10 мА
Светодиод:	макс. 24 В пост. тока, зеленый (опционально красный, желтый или двухцветный)
Кнопка:	замыкающая, 24 B, макс. 35 мА пост. тока, 10 мА
Монтаж:	в монтажную коробку Ø55 мм
Электрическое подключение:	при помощи штепсельных зажимов, 0,14-1,5 мм², только на малое напряжение, макс. 42 B переменного тока, 60 B постоянного тока
Допустимая относительная влажность воздуха:	макс. 90%, без конденсата
Степень защиты:	IP20 (согласно EN 60 529)
Рамка для установки:	GIRA System 55, Berker S1 (другие дизайны по запросу)

Поставщик: ООО “ОЗДС”