Abstract: A receiver circuit for detecting and waking up a wakeup impulse sequence is provided. Herein, a transmitter circuit is configured to transmit a wakeup impulse sequence to wake up a receiver circuit. The receiver circuit includes a main receiver circuit and a wakeup receiver circuit. The main receiver circuit, which consumes far more energy than the wakeup receiver circuit, will remain in sleep mode as much as possible to conserve power. While the main receiver circuit is asleep, the wakeup receiver circuit is configured to detect the wakeup impulse sequence and wake up the main receiver circuit if the wakeup impulse sequence is intended for the receiver circuit. By keeping the main receiver circuit asleep as much as possible, it is possible to reduce power consumption, thus making the receiver circuit an ideal receiver option for an Internet-of-Things (IoT) device(s).

Abstract: In an ultra-wideband (“UWB”) communication system, methods are disclosed for transmitting packets in multiple portions, each having a different pulse repetition frequency (“PRF”). Methods are also disclosed for transmitting packets discontinuously.

Abstract: In an ultra-wideband (“UWB”) communication system, methods are disclosed for transmitting packets in multiple portions, each having a different pulse repetition frequency (“PRF”). Methods are also disclosed for transmitting packets discontinuously.

Abstract: An ultra-wideband (UWB) communication system comprising a transmitter having two antennas and a receiver having a single receive antenna. Respective selected portions of the UWB signal are transmitted by the transmitter via each of the two transmit antennas and are received at the receive antenna. By comparing the phases of the received signal portions, the phase difference of departure can be determined. From this phase difference the known distance, d, between the transmit antennas the Cartesian (x, y) location of the transmitter relative to the receiver can be directly determined.

Abstract: A method for channel impulse response (CIR) validation for two-way ranging (TWR) in an ultra-wide band (UWB) communication system. The method includes: transmitting, by a first UWB device, a first cipher code; generating, by a second UWB device, a first CIR computed from an accumulation of the first cipher code; transmitting, by the second UWB device, a second cipher code in response to receiving the first cipher code; generating, by the first UWB device, a second CIR computed from an accumulation of the second cipher code; and comparing, by one of the first UWB device or the second UWB device, the second CIR with the first CIR.

Abstract: A receiver circuit for detecting and waking up a wakeup impulse sequence is provided. Herein, a transmitter circuit is configured to transmit a wakeup impulse sequence to wake up a receiver circuit. The receiver circuit includes a main receiver circuit and a wakeup receiver circuit. The main receiver circuit, which consumes far more energy than the wakeup receiver circuit, will remain in sleep mode as much as possible to conserve power. While the main receiver circuit is asleep, the wakeup receiver circuit is configured to detect the wakeup impulse sequence and wake up the main receiver circuit if the wakeup impulse sequence is intended for the receiver circuit. By keeping the main receiver circuit asleep as much as possible, it is possible to reduce power consumption, thus making the receiver circuit an ideal receiver option for an Internet-of-Things (IoT) device(s).

Abstract: An ultra-wideband (UWB) communication system comprising a transmitter having two antennas and a receiver having a single receive antenna. Respective selected portions of the UWB signal are transmitted by the transmitter via each of the two transmit antennas and are received at the receive antenna. By comparing the phases of the received signal portions, the phase difference of departure can be determined. From this phase difference the known distance, d, between the transmit antennas the Cartesian (x, y) location of the transmitter relative to the receiver can be directly determined.

Abstract: In an ultra-wideband (“UWB”) communication system, methods are disclosed for transmitting packets in multiple portions, each having a different pulse repetition frequency (“PRF”). Methods are also disclosed for transmitting packets discontinuously.

Abstract: In an ultra-wideband (“UWB”) communication system, methods are disclosed for transmitting packets in multiple portions, each having a different pulse repetition frequency (“PRF”). Methods are also disclosed for transmitting packets dis-continuously.

Abstract: A hybrid global location tracking system is disclosed. The hybrid global location tracking system includes an anchor device(s) and multiple tag devices, each including an ultra-wideband (UWB) transceiver circuit. The anchor device(s) can broadcast a location request to wake up the tag devices for location update. Each of the tag devices can measure a distance and an angle based on the received location request and report the measured distance and angle to the anchor device(s), either directly or through another tag device(s) located within communication range of the anchor device(s). Herein, the anchor device(s) can also determine its own global positioning coordinate and orientation. Accordingly, a global positioning location can be determined for each tag device based on the global positioning coordinate and the orientation of the anchor device(s), and the distance and angle reported by the tag device, without requiring a global positioning receiver in the tag device.

Abstract: An ultra-wideband (“UWB”) communication system comprising a transmitter having two transmit antennas and a receiver having a single receive antenna. Respective selected portions of the UWB signal are transmitted by the transmitter via each of transmit antennas is received at the receive antenna. By comparing the phases of the received signal portions, the phase difference of departure can be determined. From this phase difference and the known distance, d, between the transmit antennas, the Cartesian (x, y) location of the transmitter relative to the receiver can be directly determined.

Abstract: An ultra-wideband (“UWB”) communication system comprising a transmitter having two transmit antennas and a receiver having a single receive antenna. Respective selected portions of the UWB signal are transmitted by the transmitter via each of transmit antennas is received at the receive antenna. By comparing the phases of the received signal portions, the phase difference of departure can be determined. From this phase difference and the known distance, d, between the transmit antennas, the Cartesian (x,y) location of the transmitter relative to the receiver can be directly determined.

Abstract: In an ultra-wideband (“UWB”) communication system, methods are disclosed for transmitting packets in multiple portions, each having a different pulse repetition frequency (“PRF”). Methods are also disclosed for transmitting packets dis-continuously.

Abstract: A method of synchronizing signals is disclosed. The method comprises using a clock tracking system to convert a future event target time specified in a time base of a master device into the local unsynchronized time bases of one or more slave devices. Each of the slave devices then generates an event signal at the converted time, such that a coordinated delivery of synchronized signals is achieved.

Abstract: An ultra-wideband (“UWB”) communication system comprising a transmitter having two transmit antennas and a receiver having a single receive antenna. Respective selected portions of the UWB signal are transmitted by the transmitter via each of transmit antennas is received at the receive antenna. By comparing the phases of the received signal portions, the phase difference of departure can be determined. From this phase difference and the known distance, d, between the transmit antennas, the Cartesian (x,y) location of the transmitter relative to the receiver can be directly determined.

Abstract: An ultra-wideband (“UWB”) communication system comprising a transmitter having two transmit antennas and a receiver having a single receive antenna. Respective selected portions of the UWB signal are transmitted by the transmitter via each of transmit antennas is received at the receive antenna. By comparing the phases of the received signal portions, the phase difference of departure can be determined. From this phase difference and the known distance, d, between the transmit antennas, the Cartesian (x, y) location of the transmitter relative to the receiver can be directly determined.

Abstract: An ultra-wideband (“UWB”) communication system comprising a transmitter having two transmit antennas and a receiver having a single receive antenna. Respective selected portions of the UWB signal are transmitted by the transmitter via each of transmit antennas is received at the receive antenna. By comparing the phases of the received signal portions, the phase difference of departure can be determined. From this phase difference and the known distance, d, between the transmit antennas, the Cartesian (x, y) location of the transmitter relative to the receiver can be directly determined.

Abstract: In an ultra-wideband (“UWB”) communication system, methods are disclosed for transmitting packets in multiple portions, each having a different pulse repetition frequency (“PRF”). Methods are also disclosed for transmitting packets dis-continuously.

Abstract: In an ultra-wideband (“UWB”) communication system, methods are disclosed for transmitting packets in multiple portions, each having a different pulse repetition frequency (“PRF”). Methods are also disclosed for transmitting packets dis-continuously.

Abstract: An ultra-wideband (“UWB”) communication system comprising a transmitter having two transmit antennas and a receiver having a single receive antenna. Respective selected portions of the UWB signal are transmitted by the transmitter via each of transmit antennas is received at the receive antenna. By comparing the phases of the received signal portions, the phase difference of departure can be determined. From this phase difference and the known distance, d, between the transmit antennas, the Cartesian (x, y) location of the transmitter relative to the receiver can be directly determined.