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qoGNqZ/rW0a0YqHu7F3gkrl7R7p5/DluGUl9uzewzu96kSwubS6iVlR0OCX9B9KjsdSs0thY2kMytGBsLrxinx3qDxDbqbh9jKAVK5XdSpzd23swlUmqTUVpc3FgSLbKsbOp54NSkFXUxge4bmpkVwymMAjnI6ChRudmHAFaw30PNeiuyvuYFl2AqOeKes8gcNhgoHQHipULPnZHuGeTSPwuCqgZ65pttaC5E1cbscPuLLgjNcv4m8yPUbWSP8Aj+ViPSumCglQDlcdax/EIVbi1ULleSx9OlRdOWpthotysTaeJILSQ3EiF0IZcpnjFaFrdecIU8wF36sBxVOea1mV180xs8YAGOowOaks1trNoIhITlsj1rgi1BOxs4R2kXNQmm0+6MTqXVVySBVaDVlnI/dunPVql1+4NyWKPhuFx0IrCe2mU7S5fjPyNXZhY88NZanl4yrWpytGN0dF9qT/AJ6j8qabqPIHm/pWD9gucfe/8epy6fcgnJP/AH1W6w0X9s5ljayetM3mmTGVm/SsjU7L+1VlEYTzYx8rNUJ0+5P8eP8AgRqG7aWCweAMRITjeDWKwyg+ZTbZ34PG1alZRVOxH/YV7PpxSZWEjRhcpIAtZTaLc6ebWN7oOFcZJU5UfWtuC7SbRo7a4ldGjJPmK5BOKbcrBqNgGeN98anafMK7vrWPtmptWO+pRqR96RUaHyS8QucBuSVPJqSK1DTxu10yoT84HGazoIdMkf8AfK6lThsXDcVcMOgL832iZlPQLMx/rU1OVPUy9tO2xLPEYXaZr12jGQqg1BFJACrebOzqw5KnFWpdE06SDME8pDEcNIeMj61StfKt2NvtuGLOPmYZA/WslyuPMjX20ktjJlAPjPVDk5aOT+RrzbxUpU2gxwA/869MmX/itdS54Eb4/I15t4uZWa1AI4D/AM69ehsjgV76nMivv6vgEV9/V0s1CiiigAooooAKKKYzUAKWx0phJNJRQAUUUUAFPQUypF6UAOooooAKRulLQelAENFKRg0lABT0PamUoODQBLRQOaKACiiigAooooAiPWkpW60lABT0plPSgB9FFFABRRRQAjDIpgUmpKKAECgUtFFABRRRQAUUhIFKDmgAooooAKKKKACiiigAry/Q/wDkvuv/APXmP/QYa9Qry/Q/+S+6/wD9eY/9BhroobT9P8jCvvD1/wAz1Ciiiuc3CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArwD9pr/mV/+3v/ANo17/XgH7TX/Mr/APb3/wC0aAPn+vV/DpI03RXUEr5cg2n12da8or1Pw3cCS10iNOCsEmR/wConsTMt6Pcm7kmd4dqLIy/L7GujtbxwyJFuVR7LXO+GXtwtys8yokkzKoPUnJroLyOytrkRwsQoXIJGea8upCTm2kdtG3s9yWS8K3e6a2bg/wAPQ1Hd3MF1ch1URoMY9q0LbV45EVXMSuBjc44xXImUGS9WYIzNN8jbhjbk9KrDwqczkyufls7G6gM0jBcsQMAkqKt/ZLgcYX/vpa5WSW1muEiniVo2PylHANaP2C2LEAJwf+egrplUqLoV9ba3SNR7doXUzOEBOeCDwKgSSylupnS4Z2bhEYYAqrHbWokQNHG3OM7gcVsKlg9ui4tI5OgPH+Nc9SVWettA9vCpK0rIQ2U086PGyrCRjcKfYQqupxoDnbIBk96sW0kNtHHGZFdF5ZlPyimW95p4vkKyMsrSZAAyCM8UUqkrSg9uh1VGotq/Q6hwd7AMOlNEgEbACgeWY2kYBiTjpikjJ2keUWY+hq4ux5E1dkQZ/Ibb8p/velQvdhcSvGJAvBZTg/rU02VAJTBXoVPIqle232x4VnQPG3X1rSylqRHpEtCRwkZjfauenWqWuedNLbny08tcl2X0ohj/ANH8uM+Xt6c1Xkkm+0GC7TzICv3lU5BpSjoUnyS0ITOmAHYhQchuPu+lT2r2jSPNNcRwEcoFyaZFYR5w7hh2UIelTPa2UCo2wSAfKQpzWPs2Jyd7oW6uY/KbFwkjnkE55qrAIxOZpLqMOV+7zWh9j0/7irG0mMldvIFJJZ6cmFkEXmkYQbaqEHDpuW5y2REJ4cL/AKdD+Tf4U9rmFT/x/Qfk3+FOWxtlYK0ETfRf609rK1kfi0UAe3X8aHB2sjPmlcrm7h/5/oPyb/Cql8IGtZWFykhZuAM1rNpNmHX/AEdAp69KqanY21vBILeICQrlfSp5XFprc0pSlzqxzxt/IXruB54BPWtyC3tprRHkdkQLggCsW0vLqyUbZHPA3Lnqa3YrthA0bt58smCsY7fWnj3U5FFxW+6Pblf2V2Zy29szusEm9M5BI61H9lEdwfMQK4xtUDrWqiCCF2SykAAxyen6VXga63SzyxxE4BwWGfauZTbumeUmolpgXiY7Ig+VwpOOgqq0bhWcRwxnI7570/aZkEktrGS3qwpksCBCBZor7hySCKUZKMSasr9DlmB/4S/VH3bn8p+PwNeaeJmkYW29Mff/AJ16VKTH4w1LoPkcYH0Nee+MbaS3ez3nIcOR+Yr1aJyROVr7/r4Ar7/rpZoFFFFIAoooPSgBrntUdKTk0lABRRTlXPWgBApNO2U+igBmynAYFLRQAUUUUAFFFFADHHNMqYjIqIjBoASiiigBytipKhpytjrQBJRSAg0tABSE4FBIFMZs0ANPWiiigAqRBxTAMmpRwKACiiigAooooAKKKKACiiigApGbFB6VGetACE5pQSKSigCUMDS1DS5oAlooooAKKKKACvL9D/5L7r//AF5j/wBBhr1CvL9D/wCS+6//ANeY/wDQYa6KG0/T/Iwr7w9f8z1Ciiiuc3CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArwD9pr/mV/8At7/9o17/AF8//tNf8yt/29/+0aAPAK9T8PWxFlo8iA5aGTPv8leWDrXq/h3eulaNzyElx9NgqZrQmRFpEEcqurFOLlmBJ5GGNdxFp1k8BmednY9lGa5PwnPBY3E11cI0my4bCjofmNdtH4i0uQ/aJLOVhn7igV5FeNXmvFnXSlT5LSRRv4NMt9KkYRSOFIXPfrWCJNIbI+yy5Xnqa6rVRHrOhXB06EW5Lg/N9RXDyaJrq5EVykjZwQB0H5UqDk78zLvDpsaks9ja6et1DpqkluN7dKY3ilgeNOthxzwP8KyLi0vRpxFxLMZEkwUUDpiqAs5fMJ3XABB6r/8AWrrUdLtnLO0melQSGW3tLlba0UOpJBA56e1Q3lylsMJa2ksgbJCgcD8qxHivLTSbQC6uCrJnCqOP0rQhRncl42dGAy7Coukk76BRpxvd6kl3fyJsZ4Ywr/KYEQAY9zViwgt5dSt5YBt2MMoRmsnUZZPtEVvGMtnritm3jktZYBMQNxHIpclNXl1PU5eaUrHWElG3EZy3C4pwzEwLsQx6ALUEZVkwrFtvOalXLtyMFuQfShWaTPMk2m7jZWLkHO7/AGQOag2FpQw3Lt7GnyOC5O8KAe4NUhLcurO7AMG+UL3FbJW2M9Hqx37iJcvIfMJ4ULzinLcxzsyruYHrlcYqE2eFdpnIeRsJz0X0/nU7xKqpHGpwowWFFr7lNxS0CLMeCy53enas8NbwTkWod3zjawq8k53eUg59TTgAoKDBIb5TjrT0vsJOw1bc28j3CxBpHABcnilMcYuU81QZDyGHIpziVm28wN69jSmBhg+c2O4IHP0qm+hO+oLGBcO3mpge/wDSkMszMgUI0eTuYtjFVyxhDyFZBz7UkEPnRiWSSXBY4XiktrBojQ82GMHBOffkVT1DLWxdRu2jBIq6NjFUwQPU4qnqjoltKu5kXbnpWFSVmuZbGuHV5GLaPawgx3DKsrDK5rStZNLlQiEt5wI3Mp5FY2nt58YnGJWAxgitPTTMWlYWnlFuMnFedVjLnbuevWsqer6FqZohbS+X55HUgsTWakMF2gnLSfdO5dxHAFXLt7+K3YRNGiuMPnsKaqBNFQrMGCqw3epIxT+FJo8+NNNXbMi51HSJNinUZ4fLGCFXP9aT7VpZt40i1GdpGkABcdf1rnJLFzrEcUpASTvWpe6PBp97YxxTFt0gavZrUaMaKt8RhdyZDdjHjHURnIEb9sdjXnfjOZpWsstnCvj8xXotwQfGepc5/dvx+BrzrxiVzZ4GOH/nTorRMwW5ylff9fANff1dBoFFFFABTXPFOpj0AMooooAB1qUDAqNfvVLQAUUUUAFFFFABRRRQAUUUUAFNYZp1FAENFSMueRUdABRRRQAZxS7j60lFABmiiigAoop6r60AKq45p1FFABRRRQAUUUUAFFFFABRRRQAU1lBoLAUwtmgBKKKKACiil2mgCWiiigAooooAK8v0P/kvuv8A/XmP/QYa9Qry/Q/+S+6//wBeY/8AQYa6KG0/T/Iwr7w9f8z1Ciiiuc3CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr5//aa/5lb/ALe//aNfQFfP/wC01/zK3/b3/wC0aAPAK9W0Bj9i0UdB9mk/9ArymvVfD4zpWiyrkqI5FJ7Z2dKU9iZGn4Mt7e6NzHPkjzmxj6mtLyriDzRb7dof5eKzvA7ESXJwMebJ3/2jXbx+UsQ2omW5ORmvExNZUp3krnVhqSqaXOaE+rLCyBsKTkhZBVCa+uo3AaP5ieDuGa7VhCwk+RcbjjCAVy9zp8s7SS+U6qjHkrSw1aFW9o2KrUHCS1HWF3qJgknSG3CFcgum7nOPWpf7d1JZWhMVkWUc/KP8aBHJZ2jQRRO6JFuJJOM7ulIgt5ruSXyPnYciu2nQcm7lqnF6Eq+ItUaJhttdqjGMcfzobxBqew/La7emNv8A9eokhhWOVRHjLDNOaCJrYDaMb+uPato4GEn5GkcIviuMkv3uI0YxQG6U87EwKvTLIL20nkcmLaGdQ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2
HLSR Series
+5 Volt
0V
Ref
I
P
Isolated Output Voltage V
OUT
Primary Current I
P
V
OUT
HLSR / HO Series
Current Transducers with Advanced ASIC technology
Special effort has been focused on a new Application Specific Integrated Circuit (ASIC)
to meet industry trends in power electronics for optimisation of costs & reduction of size,
together with performance improvement, resulting in a new generation of ASIC specific
current transducers based on the Open Loop Hall effect technology leading to the
development of the HLSR & HO series.
New ASIC die, a
complete Open Loop
Hall effect current
transducer on a single
chip.
Open-Loop,
Hall-Effect current
transducers using
an ASIC in the
gap of the core.
With various versions of this ASIC at its heart:
• the HO models have been designed for current measurements from 2.67 A
to 25 A
nominal, with nine possible current ranges selectable either by digital
programmability or by multi-range PCB configuration.
• the HLSR models have been designed for current measurements from 10 A to 50 A
nominal, with five possible current ranges.