Potentiomètre, 500k Ohms - PTV09A-4020FA504
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WunooAxtAivIIpI7uJoyMFQ0pfu3AJJ4wF4rZoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCvc2cN2MTKWBVkOGIyD1HH0qNdMtVnjlWIB06Nk56559eTmrlFABRSE4rK1D+1RdbrPBh2KNvy/eO7J59Pl7/hQBrUVhG61KSA7UMcvmoBlo+QUHHU/wAXXvjpUMK+I2nuVcqsBhPkFtm8Se+OOc+n8PvQB0dFYCrrwuIkZ98W4iRwEAxnqO/Tt657YqGdfEqW2IGV5VRT8/l4Y8bh257DtQB0tFVFuZDffZhGrKF3M4flfTIx3579qt0AFFFFABRRWSniLT5Jr+GN3eSxO2ZVQk5xnAHfj0oA1qKx4fFGjTQQym/hi80AqkzbG5GRlTyOCD9DmtCzvrW/iMtpcRTxhtpaNgwz6cUAWKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAztaedNN3Wyo0/nQ7Fdyqk+YvBIBIH4GoLS61lLAPqlnYpOSQRBcuy5LYUcoD3HNW9T/AOPRP+viD/0atTXYY2r7IRM4GVRm2gkcjntzQBxX2mC0u0t2jRHSSILH9o6lCEAH7v3z/hiukvbjXSsT6ZZ6fKjSAsZ7p1zHg8jEZwenHNUNMi1C4eQ3ug6daStGhaJLrftyzHORGOcj9BW2LmS3AWa0kVBxui+dR+A5/SgBujs7aLYtJ9828ZbnPO0d6murgwqqRqHnkO1E9/U+w7/44qtYXEdvoVq7sMJAinad2TgDAx1OeKmtYH3Nc3AHnSDp/cXso/qe59sUASWtuLeLbnc7Hc7kcs3rU9FFABRRRQAVVGnWi78W8fzuZGJGfmIwT7HFWqKAMJ/COjyXPnPbknKfJuwu1EKKpx1GCeD1zzxxWjp2n2emW5t7GFIYQxOxTkA/5xVysP8AsiefVTex6pqFsiSNm2Qp5T5GM4KZ9+poA3KTNU5LKdomQX0rMSpUyKpAIIPRQp7Y60y4juYY7iQ3LuJGjCKiAeUMgMQe/rQAR6tbyzCJRJkytDkrgBlAPX8RitCuMMOoLeyNHauNsrMshgwT6NnHU9CffPSulginuLS3kN1cQsYlLKAh5IzzlTzQBcd1RGd2CqoySTgAU6ue1fR7h0nvP7a1EJHbODbgxiN+CfmGz+WK6GgAooooAKKKKACiiigAooooAKKKKACiiigClqf/AB6J/wBfEH/o1asfaYP+e0f/AH0Kh1BVe2VHUMrSxggjII3iqDIljdNcXQRIMtyTkMP4QExwQM9PTv2ALcd1B/alwvnR5EMZ+8P7z1a+0wf89o/++hWBDrFi2oXE32OX7OI0QzeWpQEM+eQfcVeK22rMYoo42tR/rm2jDH+5/j+Xc4AMMLqD2NjqOmvbedEI99tcPtFwMAM5PZxztPPTnqMbR1ieTUVggtGaEhP3pU4JOcjpgY4P5juKl063jk0K0AVFdrZPn2gkHaOaj8MWf2Hwvpdu0hmeO1iUysMF8KOT70ALcandwHyRYvJOsQkdkBMecNwD1JyBx71cs5rieNZJo1RWRSAM5yRzkHpVnApelABRRRQAUUUUAFV7Ug+fh2b962d3b2HtViqAWa4vLhUuZIEiIQLGqfMSAxJ3KfUD8DQBfprkiNiOoBqt9kn/AOgjdf8AfMX/AMRTJrW4WCRl1C5JCkgbYvT/AHKAKOl6nrF1uFzopiiEaNHP9pQ+cSDn5R93HHX1q8txfG5YfZVEQiDY3cliSMZ6dBn8aqpd28kUbDVjDlFyieXgHHupp32i3/6Dkn/kL/4igCrq9/qwSe3XRd1o9s5kuftSDYcHjb1PHNdBWJczQy20sCasZ5Zo3jjidoxvYqcDhRz+NTNc2u4/8T7bz90SQ8e33aANWislbm2eQRrr+5z0USQ5P4basS29wkTuL67cqpIVViyfb7lAF6isnw5PeXegWN3fmQXU8CPLG4UbGI5AwBxmln1aJ7qW2huoYvJO2WRzkhsA7QPXBHJ/I84ANMOrFgrAlTg4PQ06sC3vI0lumh1VGYS8ibaVf5F5+UAj0/DpWpYX8OoQs8TKWjcxyKGztYc4z9CD9CKALdFFFABRRRQAUyWVYULvnA9FJP5Cn0UAY9/qaboUVX2b0diY3z99RwMVmzXUOp+IXgkMwjgUHAiccYB444Of8eMA1qaiM6najJ6A8Ej/AJaR/n1qtqdvPZX/APaNupZTgyY7EDHPtj8uvpQBmXlx/Zuqzf2ZHIA8SeYggfCjL5bpjjt7n0zVvSbyys74xWhl+ySx79nluSr/AJfXJ+npT/7fiW4lnW3kJeKNQWwEyC/OeuOfSptC09o7ia+lj8tpRhVIwcE5PHYeg7c9etAC6RqYOlJFja8NshUmN9p+Xvx/Kn+E7yS88Maa1wEW5FrF5yICArFRwM0aENkccYJ2myt5OSTyQwPXtwOKhTWbew8N2skc9u8ywRgRtIMnoCOOcjn+uKAOgorN0vV49SkuVR4j5chC7HySvGD/AJ4rSoAKKKKACiiigCOYSlP3LIr+rqSP0IrJV7pNYlYSR/vFW3PynaJFBfOM55UkdewrarKnhuYtSWRLdpoDJ5xKMoIbZswQSOMc59qALgW92NmW338bSI2wPXPzUOt6W/dy24XA+9GxP/oVN+1z/wDQOuf++o//AIqj7XP/ANA65/76j/8AiqAJAt1uTdJDjHz4Q8n254qMLf5GZrbHfETf/FUfa5/+gdc/99R//FUfa5/+gdc/99R//FUAZ+uLKbZfOMbJ5jlAqkEfupOvPXpWqguBMxkeIxc7QqEMPqc/0rN1Jbu/SGGOykj+c7nkdMKCjLnhiT97p/Krv2u4/wCgfP8A99x//FUAVDYn/hLRf+fJxYmHyeNn+szu9c9q1q54/bv+EtF35F15H2Hy/s/mJt3b87sbuuOK05Z7mSJ0FjcoWUjcrx5HuPmoAXT950W08sqH+zpgsMj7orG0exM5vTcx2ck3mHJaHJzgAnk9Nwf8c1e8LJcxeGdNhu/MaaO2jDySMCXO0ZPBqS60+dLo3di6rI330bo3+fT8iOcgFeDSozJceXb2W4SfPvt8jO1fu89MY/HNRaNDcRXd4kDW6xBxgLGQv333YGeDnP4YpYH1m7kuoW2xKJdpbAUgbV6EM3r0/UVr2VmllbiJOT1ZsYyen8gAPYCgCzRRRQAUUUUAFFFFAGPqzNHeJKqF/KgaUovVgrxsQPfAom8QW8M0EbQyFZsgMHjIzxj+L3q2/wDyGof+veT/ANCSql3psMurW5LEK+ZGQAYJUoR29hQBDFdWi6zczraASNDGN4MeTy/fd9KrRahGby4vRGSsTkg5QO+UHy539OeB6gVqRaPHFfPNuJj+8qccMS5bt0+f/PFZ2hENdx5+bdDu5A+U+XAeP++v0/MAvaVC9vceRJjfHY26Ng5GQZAal1CynuldYpQisgXkkbTuByMd8fy71DeXEtrd380ERllS2hKoFLFjuk4wKim1W/hmmT7GxTJETLEzdCo5C57EkdM46dyAS2el3NrqTzteNJEzE7GJ+Uc4HP1Fa9U9OuprqBmnhaKQMRgoVGO2M9f88CrlABRRRQAUUUUAFFFFABRRRQAUlLVa9vYbGESzE7SwXj3/AM5oAxdXkmllEgkiRI1mUKJHIYfdYkKmcjPY+tXdLuZzZeSEieSBAnDsuSMg8MowOD69KjN1pYjmZwf3c7oFc8s+dxCjPqKIdV0y3eR1LR/u1YkjjbguP/QvzYUgLsKXL3xnmiSNRFsAWTcSc59BV2qttfRXLhEDhigfDDoMkY+uQatUwKml/wDIIsv+uCf+girdVNL/AOQTZf8AXBP/AEEVboAKKKKACiiigAooooAKoSavbR3BgPmbxKsJ+XHLDIPPUe47g+lWbosLWUoCzhDtAPJOK5PUdNvUuFlsrQzbpAxZ5HDcKvzZz1zmgDpWOdag/wCveT/0JKJ/+QrZ/wC5J/7LVCG186+tzM1wjvA7NiZwRhlHrwOelGo+H1vCmL+/t1COpkiunDjOOhOcdKAJtQOvefENOXThF5n703DuSUx2AHBz71iRW+uxKv8AZUdmLqKPy5PthbYreVb8fLz/AAn8qvvY6ddaStsur6gFYRwidLxxISwG059TkHp3rT0vTjpsc0XnSzK7hleaQu5+RV+YnqcqaAKhnvIb+7llhgBS2RnIlYjAMhGPl9c/pWHqOom3vXea1AMU4uWKPwWCheu30B9+DXUKqvrF2rAFTbRAg9xukqY2NqTk28RPqUHt/gPyoAdbTLPBHKoxvGfpU1NRFjQIigKowAO1OoAKKKKACiiigAooooAKKKKACuX1D7bPuCRzSrliY2jLDIfAAPTp+XWuopMUAcxFaznSwZLSdZpEeR1CDYHztwV6kkH8QKq2MGoG4xJYPFvGxiqbcr3BJ4xx+OfY12NLQByE41S0uJUsLOZolQiPau3OAcDPAx0P446iugtoGuLRDLLcKwLDIkIJG4gHj6Z/Gr1LQBHDElvBHDGCEjUKoJzwBgVJRRQAUUUUAFFFFABRRRQAlGKWigDF1nTdUvbiNtN1L+z3WJ1MvkLL1KkDDfQ1YuEvIbdmkuycsigxRBSuWAzzuHQ+laVJQBw8xuVlgUWd7JHHNuBljTCbGCq3MYx8oBznOM11LQ6hLCSl6kZdflzBkrn/AIF2q/gelHSgDJ0fT9QsZpDqGoNfu0Uaee0SxkkF8/KvH8QrXoooAKKKKACiiigArOtY7i5gExv51LFvlVY8Dk+q1o1U03/jwj+rf+hGgA+yT/8AQRuf++Y//iKPsk//AEEbn/vmP/4ilkW4/tGF1Gbfy2Vxuxhsgg479D+dWqAM2ziuZ7SOV9QuAzDJwsf/AMRUc08cFyLeTVrkSlkUL5aHlt23+D/Zb8qfFM0GhLIrYYLxxnnPFYGoXTyaqYZC0jrJEA0Y+8ATtyBx95m6ntz2BAOn+yT/APQRuf8AvmP/AOIqCyiubixt531C4DSRq5AWPGSM/wByl0i7kvIGkkbJG3jbjGUVv5MKZFM0Hhy2kRtrCCPBxnkgCgCOa7hguvs0urXSy7lXBiTqenOzH+FXfsk//QRuf++Y/wD4iuV1Jmj1ctM6OTICJdxCgooIyMcD5l45HJ78HptLuJ7iF/tPEyMFdcfdJUNjPf7woAZZRXNxZQTPqFwGkjViAseMkf7lQy3UUN4LSTVroTswQL5SckjIwdmOgqSKZ4PD9rIjbW8uMA7c8nAH6muZvL1RrskczSswdZC4BwdmduB35HTOOfUkUAdf9kn/AOgjc/8AfMf/AMRUFnFc3FjbzvqFwGkiVyAseMkZ/uUaLfPqFiJ3bLHacYxjKKwHvwwqA3j2fh6yeMEyNAu3GO0Zbv7KRQAsl1DFd/ZX1a6E25V2+UnVunOzGO2fWrv2Sf8A6CNz/wB8x/8AxFcvqYEGopdSM8kreU4foBgscYz0GzOOmfxroNJvpLvzEmz5igNjAGBuZe3uhoAt2Mrz6fbTSHLyRKzHHcgGimaX/wAgiy/64J/6CKKALdFFFABRRRQAUVz+q2esXFzcfYrh4UeParCTgHHYdiDk5+n4UPsPicpOxusTMqvHiT5FYMWKfQ8DO0nHcdwDr6K5eKy8QiNxJckkyEriTBAwcE+wbBxxkDp2p2mWniCC7iN7c+bCoAbD5JGB9Oc9eD3wR0IB01UL3WtP05nW7ukiKKHYNnhTuwf/AB1vypurXkljaebGyh+cBkLA4Use47Ka466uotZuZJrpIi8X7lx5TAgZ3DCiT5sjnjnB96AO8truC7Rnt5VkVHKMV7MOoqauH0zVZdPs4o7ZYo7eQsVLW8hPCg8kt1JIHXr3zgHs4PM8lTK6uxGSyKVB/Ak/zoAlooooAKy7BL02imO4t1Tc2A0BJA3HvvFalVNN/wCPCP6t/wChGgA8vUP+fq2/8B2/+Lo8vUP+fq2/8B2/+LpJorl9StnSTbbIj+Yv95jt29/96rlAGRYwXsulxo09sUZCCpt2PH/fdOaOWK5jiNxYrNJlkH2U5OBjP3/SnQzNb6GkqsFZV4yu7nPTGR/OsPVLyS21QXtwAXsQR5kdvkHcp4/1mc+3HUeooA6FLa9j3bLi1XccnFs3Jxj+/wCgFVrCC8l0a1Rp7YxtAg2m3Y8bR/t1PpN699A8kjKSpAIEZTadoOD8x9RTIJmg8PW0qMqsII8bl3ZOAMYyP50AJIkyzxQvcWXmNnywbRvTnHz+lTLb3ybitxajcdx/0ZuT/wB91j3WoXsV+z7RI8AaMbIMhsjccDzOuE+vI9a19LvHvbdpHdGII+7GUxlQw6k9mFAFewt7yXSLZGntihhXg27HsP8AbpryCC5Eb3unJPvUAfZjuDMCF/j7gYqWGZ7fQLWRGVWEUYG5NwJOABjI7n1rFvbqSXVJClwjyW7oJAkQCkoHYZDSdBlueOQKAOgS2vYgQk9ouTk4tm5P/fdVbC3vJdKsSZ7UhYUK7rdjj5cf3/QmrOl3cl5bGSXhwQCvllCuVDYI3HnBFRwTNB4fs3RlVjFEqll3DLbQOMjufWgCKWbbOLeS+0/zd6jYbc5DHlf4+DVpba9RmdZ7UM2MkWzc/wDj/ua567u5JdSldLhJHtpQJAkQCkopbkNJ0GSM8YOPauh0y6lu7dnmIDggFPLKFMgHBG484IoAfpf/ACCLL/rgn/oIoo0v/kEWX/XBP/QRRQBbooooAKKKKACiiigAooooAjkhjmAEiBgDkZpv2WDcG8mPd67Rnt/gPyqaigCsbC0bdm2iy33jsGTxj+XFWelFFABRRRQAVQghvreLykNuygnBO4HBJNX6KAKmdQ9Lb82ozqHpbfm1W6KAMyO0vVshauLZ027TywzTTprEkmx00k9T5fXjHp6Vq0UAZ8FvdWylYYrSNSckLuA6AfyAH4UyO0vUsI7RxbOiRiM5LDOBjPtWnRQBliwkUOBZ6eA4IbCH5s8HPFSQ293bqVhitEUnOF3AdAP5AD8K0KKAMyK0vUsY7VxauiIFySwzjvStaTupVrawYFdhBUnK+nTpWlRQBnwwXdupWGK0QE5IBbHTH8gKZFaXqWMNq4tnWNFXJLDO3GD7dM1p0UAZrWc7qVa1sGBXaQVJyOOOnTgflToYLu3UrFFaIpOcAtWhRQBDaQm2s4IC24xxqmfXAxRU3aigD//Z)
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| Quantité | HT | TTC |
|---|---|---|
| 1 - 4 | 2.54€ | 3.05€ |
| 5 - 9 | 2.41€ | 2.89€ |
| 10 - 24 | 2.28€ | 2.74€ |
| 25 - 32 | 2.16€ | 2.59€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 4 | 2.54€ | 3.05€ |
| 5 - 9 | 2.41€ | 2.89€ |
| 10 - 24 | 2.28€ | 2.74€ |
| 25 - 32 | 2.16€ | 2.59€ |
Livraison en 2-3 jours, avec suivi postal!
Potentiomètre, 500k Ohms - PTV09A-4020FA504. Potentiomètre, 500k Ohms. Résistance: 500k Ohms. Type de résistance: couche de carbone. Caractéristique: Logarithmique. Configuration: montage vertical. Distance entre connexions (pas): 2.54mm. Tension de fonctionnement: 50V. RoHS: oui. Montage/installation: montage traversant pour circuit imprimé. Série: RTV09 Series. Puissance: 50mW. Axe: diamètre de l'axe 6mm, longueur 20mm, méplat 7mm. Tolérance: 20 %. Nombre de connexions: 3. Nombre de canaux: 1. Quantité en stock actualisée le 12/01/2025, 19:25.
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