Luces LED Verde, LED 568nm
$54.02
IVA incluido
Envío gratis desde $1,500 (aplican condiciones por peso y destino)
- Hasta 3 meses sin intereses
- Emitimos factura CFDI 4.0
- Con garantía por escrito
- 30 días para devoluciones
- Envío gratis con Estafeta desde $1,500 (hasta 10 kg)
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Luces LED Verde, LED 568nm
Led Verde WP56BGD
| Through Hole | |
| T-1 3/4 (5 mm) | |
| 568 nm | |
| Green | |
| 22 mA | |
| 3.5 V to 14 V | |
| 5 mm | |
| Dome | |
| Diffused | |
| Marca: | Kingbright |
| Tamaño de LED: | T-1 3/4 (5 mm) |
| Intensidad luminosa: | 20 mcd |
| Temperatura de trabajo máxima: | + 70 C |
| Temperatura de trabajo mínima: | - 40 C |
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src='data:image\/png;base64,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' alt='' class='fr-fic fr-dii'><\/p><p><span style='font-family: helvetica, arial, sans-serif;'> Led Verde <strong>WP56BGD<\/strong><\/span><\/p><p> <\/p> <table style='border-collapse: collapse; width: 419pt;' border='0' width='558' cellspacing='0' cellpadding='0'><colgroup><col style='mso-width-source: userset; mso-width-alt: 11885; width: 244pt;' width='325'><\/colgroup><colgroup><col style='mso-width-source: userset; mso-width-alt: 8521; width: 175pt;' width='233'><\/colgroup><tbody><tr style='height: 16.5pt; box-sizing: border-box; border-top-style: initial; border-right-style: initial; border-bottom-style: initial; border-color: initial initial initial transparent;' data-testid='SpecificationsTableRow' data-testidx='4'><td class='xl65' style='height: 16.5pt; width: 325px; box-sizing: border-box; border-color: transparent rgb(217, 217, 217);' height='22'><span style='font-family: helvetica, arial, sans-serif;'> <label style='box-sizing: border-box; display: inline-block;' for='SpecList_chkbox_Mounting_Style:Through_Hole'> Estilo de montaje: <\/label> <\/span><\/td><td class='xl66' style='width: 233px; box-sizing: border-box; border-color: transparent rgb(217, 217, 217);'><span style='font-family: helvetica, arial, sans-serif;'>Through Hole<\/span><\/td><\/tr><tr style='height: 16.5pt; box-sizing: border-box; border-top-style: initial; border-right-style: initial; border-bottom-style: initial; border-color: initial initial initial transparent;' data-testid='SpecificationsTableRow' data-testidx='5'><td class='xl65' style='height: 16.5pt; border-top: none transparent; width: 325px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);' height='22'><span style='font-family: helvetica, arial, sans-serif;'> <label style='box-sizing: border-box; display: inline-block;' for='SpecList_chkbox_Package_\/_Case:T-1_3\/4_(5_mm)'> Paquete \/ Cubierta: <\/label> <\/span><\/td><td class='xl66' style='border-top: none transparent; width: 233px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);'><span style='font-family: helvetica, arial, sans-serif;'>T-1 3\/4 (5 mm)<\/span><\/td><\/tr><tr style='height: 16.5pt; box-sizing: border-box; border-top-style: initial; border-right-style: initial; border-bottom-style: initial; border-color: initial initial initial transparent;' data-testid='SpecificationsTableRow' data-testidx='6'><td class='xl65' style='height: 16.5pt; border-top: none transparent; width: 325px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);' height='22'><span style='font-family: helvetica, arial, sans-serif;'> <label style='box-sizing: border-box; display: inline-block;' for='SpecList_chkbox_Wavelength\/Color_Temperature:568_nm'> Longitud de onda\/Color de temperatura : <\/label> <\/span><\/td><td class='xl66' style='border-top: none transparent; width: 233px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);'><span style='font-family: helvetica, arial, sans-serif;'>568 nm<\/span><\/td><\/tr><tr style='height: 16.5pt; box-sizing: border-box; border-top-style: initial; border-right-style: initial; border-bottom-style: initial; border-color: initial initial initial transparent;' data-testid='SpecificationsTableRow' data-testidx='7'><td class='xl65' style='height: 16.5pt; border-top: none transparent; width: 325px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);' height='22'><span style='font-family: helvetica, arial, sans-serif;'> <label style='box-sizing: border-box; display: inline-block;' for='SpecList_chkbox_Illumination_Color:Green'> Color de iluminaci\u00f3n: <\/label> <\/span><\/td><td class='xl66' style='border-top: none transparent; width: 233px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);'><span style='font-family: helvetica, arial, sans-serif;'>Green<\/span><\/td><\/tr><tr style='height: 16.5pt; box-sizing: border-box; border-top-style: initial; border-right-style: initial; border-bottom-style: initial; border-color: initial initial initial transparent;' data-testid='SpecificationsTableRow' data-testidx='8'><td class='xl65' style='height: 16.5pt; border-top: none transparent; width: 325px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);' height='22'><span style='font-family: helvetica, arial, sans-serif;'> <label style='box-sizing: border-box; display: inline-block;' for='SpecList_chkbox_If_-_Forward_Current:22_mA'> If - Corriente directa: <\/label> <\/span><\/td><td class='xl66' style='border-top: none transparent; width: 233px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);'><span style='font-family: helvetica, arial, sans-serif;'>22 mA<\/span><\/td><\/tr><tr style='height: 16.5pt; box-sizing: border-box; border-top-style: initial; border-right-style: initial; border-bottom-style: initial; border-color: initial initial initial transparent;' data-testid='SpecificationsTableRow' data-testidx='9'><td class='xl65' style='height: 16.5pt; border-top: none transparent; width: 325px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);' height='22'><span style='font-family: helvetica, arial, sans-serif;'> <label style='box-sizing: border-box; display: inline-block;' for='SpecList_chkbox_Vf_-_Forward_Voltage:3.5_V_to_14_V'> Vf - Tensi\u00f3n directa: <\/label> <\/span><\/td><td class='xl66' style='border-top: none transparent; width: 233px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);'><span style='font-family: helvetica, arial, sans-serif;'>3.5 V to 14 V<\/span><\/td><\/tr><tr style='height: 16.5pt; box-sizing: border-box; border-top-style: initial; border-right-style: initial; border-bottom-style: initial; border-color: initial initial initial transparent;' data-testid='SpecificationsTableRow' data-testidx='10'><td class='xl65' style='height: 16.5pt; border-top: none transparent; width: 325px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);' height='22'><span style='font-family: helvetica, arial, sans-serif;'> <label style='box-sizing: border-box; display: inline-block;' for='SpecList_chkbox_Lens_Dimensions:5_mm'> Dimensiones de lentes: <\/label> <\/span><\/td><td class='xl66' style='border-top: none transparent; width: 233px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);'><span style='font-family: helvetica, arial, sans-serif;'>5 mm<\/span><\/td><\/tr><tr style='height: 16.5pt; box-sizing: border-box; border-top-style: initial; border-right-style: initial; border-bottom-style: initial; border-color: initial initial initial transparent;' data-testid='SpecificationsTableRow' data-testidx='11'><td class='xl65' style='height: 16.5pt; border-top: none transparent; width: 325px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);' height='22'><span style='font-family: helvetica, arial, sans-serif;'> <label style='box-sizing: border-box; display: inline-block;' for='SpecList_chkbox_Lens_Shape:Dome'> Forma de lentes: <\/label> <\/span><\/td><td class='xl66' style='border-top: none transparent; width: 233px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);'><span style='font-family: helvetica, arial, sans-serif;'>Dome<\/span><\/td><\/tr><tr style='height: 16.5pt; box-sizing: border-box; border-top-style: initial; border-right-style: initial; border-bottom-style: initial; border-color: initial initial initial transparent;' data-testid='SpecificationsTableRow' data-testidx='12'><td class='xl65' style='height: 16.5pt; border-top: none transparent; width: 325px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);' height='22'><span style='font-family: helvetica, arial, sans-serif;'> <label style='box-sizing: border-box; display: inline-block;' for='SpecList_chkbox_Lens_Transparency:Diffused'> Transparencia de la lente: <\/label> <\/span><\/td><td class='xl66' style='border-top: none transparent; width: 233px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);'><span style='font-family: helvetica, arial, sans-serif;'>Diffused<\/span><\/td><\/tr><tr style='height: 16.5pt; box-sizing: border-box; border-top-style: initial; border-right-style: initial; border-bottom-style: initial; border-color: initial initial initial transparent;' data-testid='SpecificationsTableRow' data-testidx='14'><td class='xl65' style='height: 16.5pt; border-top: none transparent; width: 325px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);' height='22'><span style='font-family: helvetica, arial, sans-serif;'>Marca:<\/span><\/td><td class='xl66' style='border-top: none transparent; width: 233px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);'><span style='font-family: helvetica, arial, sans-serif;'>Kingbright<\/span><\/td><\/tr><tr style='height: 16.5pt; box-sizing: border-box; border-top-style: initial; border-right-style: initial; border-bottom-style: initial; border-color: initial initial initial transparent;' data-testid='SpecificationsTableRow' data-testidx='15'><td class='xl65' style='height: 16.5pt; border-top: none transparent; width: 325px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);' height='22'><span style='font-family: helvetica, arial, sans-serif;'>Tama\u00f1o de LED:<\/span><\/td><td class='xl66' style='border-top: none transparent; width: 233px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);'><span style='font-family: helvetica, arial, sans-serif;'>T-1 3\/4 (5 mm)<\/span><\/td><\/tr><tr style='height: 16.5pt; box-sizing: border-box; border-top-style: initial; border-right-style: initial; border-bottom-style: initial; border-color: initial initial initial transparent;' data-testid='SpecificationsTableRow' data-testidx='16'><td class='xl65' style='height: 16.5pt; border-top: none transparent; width: 325px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);' height='22'><span style='font-family: helvetica, arial, sans-serif;'>Intensidad luminosa:<\/span><\/td><td class='xl66' style='border-top: none transparent; width: 233px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);'><span style='font-family: helvetica, arial, sans-serif;'>20 mcd<\/span><\/td><\/tr><tr style='height: 16.5pt; box-sizing: border-box; border-top-style: initial; border-right-style: initial; border-bottom-style: initial; border-color: initial initial initial transparent;' data-testid='SpecificationsTableRow' data-testidx='17'><td class='xl65' style='height: 16.5pt; border-top: none transparent; width: 325px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);' height='22'><span style='font-family: helvetica, arial, sans-serif;'>Temperatura de trabajo m\u00e1xima:<\/span><\/td><td class='xl66' style='border-top: none transparent; width: 233px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);'><span style='font-family: helvetica, arial, sans-serif;'>+ 70 C<\/span><\/td><\/tr><tr style='height: 16.5pt; box-sizing: border-box; border-top-style: initial; border-right-style: initial; border-bottom-style: initial; border-color: initial initial initial transparent;' data-testid='SpecificationsTableRow' data-testidx='18'><td class='xl65' style='height: 16.5pt; border-top: none transparent; width: 325px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);' height='22'><span style='font-family: helvetica, arial, sans-serif;'>Temperatura de trabajo m\u00ednima:<\/span><\/td><td class='xl66' style='border-top: none transparent; width: 233px; box-sizing: border-box; border-right-color: rgb(217, 217, 217); border-bottom-color: transparent; border-left-color: rgb(217, 217, 217);'><p><span style='font-family: helvetica, arial, sans-serif;'>- 40 C<\/span><\/p><\/td><\/tr><\/tbody><\/table><p style='text-align: center;'><img 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