M. Kinoshita

Bio: M. Kinoshita is an academic researcher from Kumamoto University. The author has contributed to research in topics: Delta modulation & Delta-sigma modulation. The author has an hindex of 1, co-authored 1 publications receiving 7 citations.

An oversampled sigma-delta A/D converter using time division multiplexed integrator

Abstract: A small-scale sigma-delta modulator for a sigma-delta A/D converter is presented. The proposed modulator employs a double-integration switched-capacitor architecture. The circuit configuration has low sensitivity to the process deviation of analog components. The scale of the circuit is so small because of its use of a time division multiplexed integrator, By means of simulation, the proposed modulator achieves 71.6 dB signal-to-noise ratio and 76.4 dB dynamic range at a sampling rate of 3 MHz. >

Analysis of a Switched-Capacitor Second-Order Delta–Sigma Modulator Using Integrator Multiplexing

Abstract: This brief investigates a switched-capacitor (SC) second-order delta-sigma modulator using integrator multiplexing with respect to component imperfections. The two integration operations, which are characteristic for a second-order system are accomplished by multiplexing two integration capacitors CU and CV onto a single operational amplifier. The two feedback loops are implemented utilizing two capacitors CA and CB, which are charged and discharged periodically. Crosstalk between the two integration capacitors CU and CV due to parasitic capacitances introduces additive white noise. However, the influence can easily be limited using standard SC technology. A mismatch between CA and CB introduces a dc-offset and a gain error, as derived quantitatively. As a consequence, the robustness to component imperfections, which is typical for second-order delta-sigma modulators, is maintained. It is shown that in principle, integrator multiplexing can be generalized for higher order delta-sigma modulators

A Compact First-Order $\Sigma\Delta $ Modulator for Analog High-Volume Testing of Complex System-on-Chips in a 14 nm Tri-Gate Digital CMOS Process

Abstract: On complex system-on-chips (SOCs), a compact on-die analog-to-digital converter (ADC) is required in high-volume testing, in order to reduce the test time and improve the test coverage of on-die analog intellectual properties (IPs). This paper presents a compact first-order ${\Sigma\Delta }$ modulator for on-die voltage measurements in such applications. The primary design focus is to achieve a highly compact area so that many instances can be integrated to cover the testing of multiple analog IPs on a single chip die. The proposed modulator deploys an inverter-based architecture which enables the aggressive area reduction. There are two new additional enhancements: 1) hardware dithering to minimize the limit-cycling effect and 2) time-multiplexed pseudodifferential operation for common mode rejection. The modulator exhibits a figure of merit (FOM) of 554.7 fJ/conv-step, in spite of the compact area of only ${0}.{00023}\;{\text{mm}}^{2}$ .

A novel third order Delta Sigma Modulator with one opamp shared among three integrator stages

Abstract: A novel third order delta sigma modulator (DSM) is presented. The third order loop filter in the proposed DSM shares one opamp among three integrator stages through an optimal operation timing, which makes use of load capacitance differences between integrator stages. The power dissipation of the proposed DSM is much lower than conventional third order DSM because power consuming blocks in the DSM are only one opamp and a comparator. The proposed DSM, designed on 0.35µm CMOS process under 3.3V supply achieves 1mW power dissipation with 100-11kHz band width and 96dB SQNR.

An Energy-Efficient ΔΣ Modulator Using Dynamic-Common-Source Integrators

Abstract: An energy-efficient ΔΣ modulator has been investigated by using dynamic-common-source integrators. Instead of the virtual short commonly used in conventional opamp-based integrators, the novel integrator used the fact that when a MOSFET turns off from its on-state, the voltage difference between the gate and source approaches to the threshold voltage, which is virtually constant after the charge redistribution. No static currents flow in the present integrator, resulting in high energy efficiency. An FOM of 29 fJ/comv-step was estimated by our transistor-level circuit simulation assuming a 0.18-μm standard CMOS technology with an SNDR, a bandwidth and a sampling frequency of 82.6dB, 20 kHz and 5 MHz, respectively.

A method for self-calibrating a phase integration error in a modulator

Abstract: A method of self-calibrating a modulator includes at least one integrator likely to incur a phase error may include reading a pulse response of the modulator, calculating a phase error parameter of the at least one integrator, and calibrating the phase error parameter. In addition, the calibration may provide a count of pulse response samples above suitable threshold values, as well as a change in the value of a capacitor associated with the integrator based upon the sample count.