2016
DOI: 10.3390/s16081260
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The Quanta Image Sensor: Every Photon Counts

Abstract: The Quanta Image Sensor (QIS) was conceived when contemplating shrinking pixel sizes and storage capacities, and the steady increase in digital processing power. In the single-bit QIS, the output of each field is a binary bit plane, where each bit represents the presence or absence of at least one photoelectron in a photodetector. A series of bit planes is generated through high-speed readout, and a kernel or “cubicle” of bits (x, y, t) is used to create a single output image pixel. The size of the cubicle can… Show more

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Cited by 82 publications
(33 citation statements)
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“…Recently, a novel photon-counting image sensor called quanta image sensor (QIS) has been demonstrated [15][16][17]. The QIS inherits several advantages of CMOS image sensors such as a potentially small pixel size, high spatial resolution, low dark current, high quantum efficiency and low power consumption.…”
Section: Introductionmentioning
confidence: 99%
“…Recently, a novel photon-counting image sensor called quanta image sensor (QIS) has been demonstrated [15][16][17]. The QIS inherits several advantages of CMOS image sensors such as a potentially small pixel size, high spatial resolution, low dark current, high quantum efficiency and low power consumption.…”
Section: Introductionmentioning
confidence: 99%
“…Sensors with Non-Linear Response: Logarithmic image sensors [17] use additional hardware in each pixel that applies logarithmic non-linearity to obtain dynamic range compression. Quanta image sensors (QIS) obtain logarithmic dynamic range compression by exploiting fine-grained (sub-diffraction-limit) spatial statistics, through spatial oversampling [18,19,20]. We take a different approach of treating a SPAD as an adaptive temporal binary sensor which subdivides the total exposure time into random non-equispaced time bins at least as long as the dead time of the SPAD.…”
Section: Hdr Imaging Using Conventional Sensorsmentioning
confidence: 99%
“…Proposition 1 shows why a simple summation Sn/L is inadequate to achieve the desired result, although such summation has been used in [18,36]. By only summing the number of ones, the resulting value Sn/L is the empirical average of these one-bit measurements.…”
Section: Non-iterative Image Reconstructionmentioning
confidence: 99%