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Robust, reliable
analog solutions
The MC33664 transformer physical layer and MC33771 battery cell controller
solution enable reliable, safe low-cost Li-ion cell control applications with
affordable, robust and high-speed isolated communication.
MC33771 and MC33664 Battery Cell
Controller and Transformer Physical Layer
AUTOMOTIVE APPLICATIONS
}High-voltage battery management systems (> 800 V)
}48 V battery management systems
INDUSTRIAL APPLICATIONS
}Energy storage systems (ESS)
}Uninterrupted power supply (UPS)
}E-bikes, E-scooters
These fully integrated battery monitoring devices are for
automotive and industrial mission-critical applications.
Battery topology flexibility is supported with compatibility
including 48 V batteries with one analog front end (AFE).
High-speed and robust daisy chain provides a smart
alternative to CAN solutions. Fast data acquisition and
communication to the pack controller can be achieved in
only 3.0 ms for the pack controller to acquire conversions
from 96 cells. Also, determination of individual cell
impedances in one shot is synchronized for cell voltages
and current measurements within 114 μs.
With functional verification and diagnostics, the MC33664
transformer physical layer and and MC33771 battery cell
controller support ISO 26262 SafeAssure® functional safety.
Functional verification of cell measure, current measure, cell
terminal openings or leakage and ADC precision checks are
all performed.
FEATURES
}9.6 V ≤ VPWR ≤ 61.6 V operation, 75 V transient
}Isolated 2 Mbps differential communication or
4 Mbps SPI
}14 x differential cells voltage and stack voltage
measurements
}High-precision current measurement (+/- 1500 A) with
low resolution
}Coulomb counter
}Synchronized cell voltage/current measurement
100 μs skew
}7 x ADC/GPIO/temperature sensor inputs
}Addressable on initialization
}Onboard 300 mA passive cell balancing low ohmic
MOSFETS with diagnostics
}Low-power modes
}64-pin LQFP package
}Designed to support ISO 26262, up to ASIL D
safety capability