26.05.2014 Views

Here - PMOD/WRC

Here - PMOD/WRC

Here - PMOD/WRC

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

NEWRAD 2005<br />

Fractional self-calibration of silicon photodiodes<br />

J. Gran<br />

JV, Kjeller, Norway<br />

T. E. Hanssen<br />

AME, Horten, Norway<br />

A. Hallén<br />

KTH, Kista, Sweden<br />

J. C. Petersen<br />

DFM, Lyngby, Denmark<br />

Abstract. We describe the first results aiming at using<br />

specially designed silicon photodiodes as primary<br />

standards in optical radiometry. Currently the most<br />

accurate measurements of optical power are obtained using<br />

a cryogenic radiometer (CR), where the principle of<br />

operation is by electrical substitution. The CR is a rather<br />

complex and expensive device, and therefore simpler more<br />

straightforward methods are desirable. We propose to use<br />

specially designed silicon photodiodes as a primary<br />

standard, where one half of the surface will be used for<br />

calibration purposes only whereas the other half is used for<br />

measurements. By biasing the detector we eliminate the<br />

internal losses in the detector and by measuring the<br />

reflectance of the surface of the detector we estimate the<br />

two loss mechanisms separately and thus expresses the<br />

responsivity of the detector in terms of fundamental<br />

constants. The first design and initial measurements of the<br />

detectors is reported.<br />

Introduction<br />

The principles for the establishment of a new primary<br />

standard based on specially designed silicon photodiodes<br />

is presented. The method is a modified method of the<br />

self-calibration method established by Geist and Zalewski<br />

in 1980. The basic idea is that the responsivity, R, of an<br />

ideal photodiode can be described by fundamental<br />

constants and the wavelength of the radiation while<br />

deviations from ideal performance is described by the two<br />

loss mechanisms, reflectance from the surface and<br />

non-perfect internal quantum efficiency (IQE). The<br />

reflectance and the IQE are estimated separately in<br />

different relative experiments. Unfortunately, the initial<br />

methods turned out to change the IQE resulting in a<br />

decreased interest for using the method. The method<br />

proposed here is expected not to have the disadvantages<br />

experienced by the original self-calibration method. The<br />

initial measurements and characterizations of the detectors<br />

are presented.<br />

Theory<br />

The responsivity of a semiconductor photodiode can be<br />

expressed as<br />

( 1−<br />

ρ(<br />

λ)<br />

)( 1−<br />

δ ( ))<br />

R ( λ)<br />

= eλ<br />

hc<br />

λ , (1)<br />

where e is the elementary charge, h is Planck’s constant, c<br />

is the speed of light in vacuum, and λ is the vacuum<br />

wavelength of the radiation. These quantities form the<br />

ideal term of a quantum detector. The reflectance is given<br />

by ρ(λ), and the internal quantum deficiency (IQD) by δ(λ).<br />

From (1) it is seen that by reducing the reflectance and the<br />

quantum deficiency to negligible levels the silicon<br />

photodiode would become a primary standard detector,<br />

because the spectral response R(λ) is then expressed in<br />

terms of fundamental constants and the wavelength.<br />

In a photodiode, one electron hole pair is created per<br />

incident photon and transported through the diode by its<br />

built in potential at the pn junction of the diode. The finite<br />

lifetime for electrons and holes makes it unlikely that all of<br />

them reach the connectors of the diode and an IQE less<br />

than one is expected and observed. In the proposed method<br />

a potential is created throughout the whole diode in order<br />

to reduce transport time of electrons and holes and thus<br />

practically eliminate the recombination probability. Since<br />

it is impossible to create fully transparent electrodes over a<br />

wide spectral range we avoided the problem by depositing<br />

a semitransparent electrode on a fraction (half) of the<br />

surface and thereby eliminated the IQD on this part. We<br />

thereby find the IQD on the uncoated surface. A picture of<br />

the detector is shown in fig.1.<br />

Figure 1. Picture of the Si detector. A semitransparent layer<br />

of gold is deposited on the left half of the surface. The<br />

Proceedings NEWRAD, 17-19 October 2005, Davos, Switzerland 63

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!