
5
Figure 10. Schottky Diode Chip.
Applications Information
Product Selection
Avago’s family of surface mount Schottky diodes provide
unique solutions to many design problems. Each is opti‑
mized for certain applications.
The rst step in choosing the right product is to select the
diode type. All of the products in the HSMS‑282x fami‑
ly use the same diode chip – they dier only in package
conguration. The same is true of the HSMS‑280x, ‑281x,
285x, ‑286x and ‑270x families. Each family has a dierent
set of characteristics, which can be compared most easily
by consulting the SPICE parameters given on each data
sheet.
The HSMS‑282x family has been optimized for use in RF
applications, such as
• DC biased small signal detectors to 1.5 GHz.
• Biased or unbiased large signal detectors (AGC or
power monitors) to 4 GHz.
• Mixers and frequency multipliers to 6 GHz.
The other feature of the HSMS‑282x family is its unit‑to‑unit
and lot‑to‑lot consistency. The silicon chip used in this se‑
ries has been designed to use the fewest possible process‑
ing steps to minimize variations in diode characteristics.
Statistical data on the consistency of this product, in terms
of SPICE parameters, is available from Avago.
For those applications requiring very high breakdown
voltage, use the HSMS‑280x family of diodes. Turn to the
HSMS‑281x when you need very low icker noise. The
HSMS‑285x is a family of zero bias detector diodes for small
signal applications. For high frequency detector or mixer
applications, use the HSMS‑286x family. The HSMS‑270x
is a series of specialty diodes for ultra high speed clipping
and clamping in digital circuits.
Schottky Barrier Diode Characteristics
Stripped of its package, a Schottky barrier diode chip con‑
sists of a metal‑semiconductor barrier formed by deposi‑
tion of a metal layer on a semiconductor. The most com‑
mon of several dierent types, the passivated diode, is
shown in Figure 10, along with its equivalent circuit.
RS is the parasitic series resistance of the diode, the sum
of the bondwire and leadframe resistance, the resistance
of the bulk layer of silicon, etc. RF energy coupled into RS
is lost as heat—it does not contribute to the rectied out‑
put of the diode. CJ is parasitic junction capaci tance of the
diode, controlled by the thick‑ness of the epitaxial layer
and the diameter of the Schottky contact. Rj is the junc‑
tion resistance of the diode, a function of the total current
owing through it.
On a semi‑log plot (as shown in the Avago catalog) the
current graph will be a straight line with inverse slope 2.3
X 0.026 = 0.060 volts per cycle (until the eect of RS is seen
in a curve that droops at high current). All Schottky diode
curves have the same slope, but not necessarily the same
value of current for a given voltage. This is deter mined
by the saturation current, IS, and is related to the barrier
height of the diode.
Through the choice of p‑type or n‑type silicon, and the
selection of metal, one can tailor the characteristics of a
Schottky diode. Barrier height will be altered, and at the
same time CJ and RS will be changed. In general, very low
barrier height diodes (with high values of IS, suitable for
zero bias applica tions) are realized on p‑type silicon. Such
diodes suer from higher values of RS than do the n‑type.
IS is a function of diode barrier height, and can range from
picoamps for high barrier diodes to as much as 5 µA for
very low barrier diodes.
The Height of the Schottky Barrier
The current‑voltage character istic of a Schottky barrier
diode at room temperature is described by the following
equation:
where
n = ideality factor (see table of SPICE parameters)
T = temperature in °K
IS = saturation current (see table of SPICE parameters)
Ib = externally applied bias current in amps
Rv = sum of junction and series resistance, the slope of
the V‑I curve
RS
Rj
Cj
METAL
SCHOTTKY JUNCTION
PASSIVATION PASSIVATION
N-TYPE OR P-TYPE EPI LAYER
N-TYPE OR P-TYPE SILICON SUBSTRATE
CROSS-SECTION OF SCHOTTKY
BARRIER DIODE CHIP
EQUIVALENT
CIRCUIT
8.33 X 10 -5 nT
R j = –––––––––––– = R V– R s
I S + I b
0.026
≈ ––––– at 25 °C
I S + I b
V - IR S
I = I S (e –––––– 1)
0.026
8.33 X 10 -5 nT
R j = –––––––––––– = R V– R s
I S + I b
0.026
≈ ––––– at 25 °C
I S + I b
V - IR S
I = I S (e –––––– 1)
0.026