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Copyright =A9 2010 Wayne Stegall
Updated November 27, =
2010. See=20
Document History at end for details.
SPICE =
verified.
Cascode
Selector
Introduction |
Figure
1: CMOS Bilateral switch
|
Semiconductor switches sometimes =
used as=20
selectors in stereo equipment are regarded with suspicion by some =
because=20
the FET's used are expected to add distortion to the signal. =
Common=20
CMOS bilateral switches that allow logic control of analog signals =
are
specified with an on resistance of 80Ω. The represents =
12.5mS of
nonlinear FET transconductance in its linear operating region =
which might=20
be mitigated regarding distortion by increasing the load =
resistance on the=20
output of the switch. If the p-channel and n-channel devices =
connected in parallel are matched, the resulting symmetrical =
transfer=20
curve might produce a distortion result euphonic in the way =
push-pull=20
class-a amplifiers are. |
|
A Better Alternative
It is desireable to design to a =
transistor's=20
strengths rather than to its weaknesses. A common transistor =
strength is=20
the near perfect current output of its drain or collector. Here =
cascode=20
FET's, two per line, switch the output current of multiple class-a =
biased
transistors into either the output load or a supply voltage. The
deselected FET would be out of the circuit due to high impedance and =
the=20
selected FET would benefit the high-frequency response of the resulting =
class-a=20
amplifier in the manner normally expected of a cascode. Here =
deselected=20
signals are switched to supply voltage rather than being turned off =
completely=20
because of risk of creating anomalies at the input by saturating the =
amplifying=20
transistor. The result is a selector fit for class-a audio =
tastes. =20
CD4000 series logic is needed to control the selector because only its =
range of=20
supply voltages (5V-18V) are likely to provide an appropriate cascode =
gate=20
bias. I do not show the amplifier input bias in the first =
schematic for=20
the sake of simplicity. Any class-a design you desire with BJT, =
JFET, or
MOSFET devices will interface with the selector in the same way. =
You can=20
certainly try the bias and transistor choices of the SPICE example if =
you=20
like. I show separate analog power supplies in the schematic below =
because=20
decoupling deselected signal currents from the output circuit would =
benefit=20
rejecting crosstalk between lines.
Figure
2: Four-input Cascode Selector
|
|
Spice SimulationBecause of =
the=20
difficulty of modeling logic circuits in SPICE, I modeled a two-input =
cascode=20
selector. The select logic can then be implemented with =
switches. =20
This particular example does not have the lowest of distortion =
results. =20
However, the class-a design is independent of the selector operation and =
can be
improved. Here input trimmers lower the input signal to reduce =
distortion=20
in the self-biased circuit before a gain of 5 restores the level. =
The=20
trimmers were set for an overall gain of one to normalize the analysis =
of=20
deselected channel rejection. The SPICE version used here is the =
Analog=20
Devices trial version of MultiSim.
Figure
3: Schematic Capture of Two-input Cascode Selector for =
SPICE
Analysis
|
|
SPICE Model for circuit of Figure 3.
Figure 4: AC analysis of selected line shows selected signal =
at=20
output
|
|
Figure 5: AC analysis of deselected line shows rejection of
deselected signal at output. Reduction of rejection with =
frequency=20
above 100Hz is due to FET drain capacitance. The result is =
still=20
excellent overall.
|
|
Figure 6: Fourier analysis shows euphonic level of second
harmonic.
|
|
Figure 7: Second harmonic plot
|
|
Figure 8: Third harmonic plot |
|
Figure 9: Fourier =
Analysis for=20
Cascode Only (current signal driving source of =
BS170). Distortion=20
-120dB and lower is below that of any amplifier circuit you might =
switch=20
with it.
|
|
Figure 10: Second Harmonic =
Plot for=20
Cascode Only. Third harmonic plot also has first order =
upward slope=20
(20dB/decade).
|
|
Pushbutton Logic for Above Selector
Asynchronous logic control =
is=20
desired for this circuit for several reasons. They do not =
broadcast radio=20
frequencies (RF) and nor inject clock noise into the controlled circuit =
as=20
synchronous logic or a microprocessor could. At most, a single RF =
click=20
might come through when a new selection is made and no more. The =
logic=20
circuit presented selects the output line activated by a momentary =
pushbutton=20
switch and holds the output value after the switch is released. =
This=20
functionality requires feedback to hold the selected value. Here =
NOR logic=20
dictates the selected NOR gate have all zero inputs to produce the one=20
output. When the selected switch is pressed, the input, normally =
zero by a=20
pull down resistor, transmits a one to each deselected NOR forcing their =
outputs=20
to zero. In this condition, feedback from the deselected zero =
outputs to=20
the selected NOR together with zero inputs to that same NOR raise the =
output of=20
the selected NOR to one, a condition that will remain until another line =
is=20
selected. This circuit could be considered a multivariable =
set/reset=20
flip-flop, indeed a two-line selector would only require a common SR=20
flip-flop. Be sure to choose a digital supply voltage correct for =
the=20
desired ON gate bias of the cascode.
Table 1: OR/NOR Logic =
Table
input
|
output OR
|
output NOR
|
all zeros
|
0
|
1
|
any ones
|
1
|
0
|
Circuit
Figure
11: Schematic of Push-button Logic for Four-input Cascode
Selector |
|
For n lines, n NOR gates with =
2(n-1)=20
inputs each are required. Thus the use of 8-input NOR gates =
will only=20
support 5 lines.
Figure =
12: =20
Schematic of Push-button Logic for Five-input Cascode =
Selector. If you=20
can deduce how both of these controls operate, how they are the =
same, and=20
how they are different, you will be able to design one with a =
different=20
number of signal lines. |
|
If NOR gates larger than =
those=20
available on standard ICs are required, they may be built up by =
connecting=20
OR gates to the inputs of the largest NOR gate available. =
This is=20
because the OR boolean function is associative and commutative as =
addition=20
is in normal math.
Figure=20
13: Ten-input NOR Constructed from 3-input OR and 8-input=20
NOR. A controller for a six-line selector would require =
this
gate. Boolean function equivalent: k =3D NOT((a OR b OR =
c) OR d OR=20
e OR f OR g OR h OR i OR j)
|
|
Table 2: Gates Useful to Selector=20
Construction
Part Name
|
Part Description
|
Appears in this =
article
|
CD4001
|
Quad 2 input NOR gate
|
|
CD4002
|
Dual 4 input NOR gate
|
|
CD4078
|
Single 8 input OR/NOR gate
|
yes
|
CD4075
|
Triple 3-input OR gate
|
yes
|
CD4049
|
Hex inverter
|
yes
|
Note: Gate inputs in the CD4000 logic family are limited to 2, 3, =
4, and 8=20
in number. Any unused inputs on used or unused gates should be =
tied to=20
logic 0 or 1 as follows:
OR/NOR: Tie unused inputs to logic =
0.
AND/NAND: Tie unused inputs to logic 1.
Verification of Pushbutton LogicI decided to verify the =
above=20
logic circuit with a C program rather than SPICE. (Only verified with =
gcc=20
compiler for now.)
Figure
14: C Code Verifying Pushbutton Logic
|
/* =
pushbutton.c =20
Simulate pushbutton logic circuit */
#include=20
<stdio.h> #define LINES 4
void =
main(void) { =20
int in[LINES],out[LINES],tmp[LINES]; int =
ch,h,i,j;
=20
printf("\n\nInstructions:\n" \ "input a up to simulate=20
activation of normally open pushbutton.\n" \ "input q to =
quit.\n" \ "input any other letter to simulate steady =
state=20
retention of last.\n" \ " selected =
input");
=20
printf("\n\nlines "); =
for(i=3D0;i<LINES;i++)
printf("\t%c",'a'+i); =
printf("\n\n");
do { /* initialize inputs =
to 0=20
*/ for(i=3D0;i<LINES;i++)
in[i] =3D 0; =20
printf("Enter line to active or q to quit: =
"); =20
ch =3D getchar(); /* guard for the return =
character=20
getchar was capturing on =
the=20
subsequent pass after every input */ if(ch =
=3D=3D=20
'\n') ch =3D getchar();
ch =3D tolower(ch); if(ch =
>=3D 'a'=20
&& ch <=3D =
('a'+LINES-1)) =20
in[ch-'a'] =3D 1; printf("\n\nlines =
");
for(i=3D0;i<LINES;i++)
=
printf("\t%c",'a'+i); =20
/* print inputs */ printf("\ninput =
");
for(i=3D0;i<LINES;i++)
=
printf("\t%d",in[i]); =20
/* calculate outputs twice to allow feedback to raise selected =
line */
for(h=3D0;h<2;h++) =
{
for(i=3D0;i<LINES;i++)
{
/* initialize OR gate =
*/
tmp[i] =3D 0;
/* OR inputs of other =
lines
only */ =20
for(j=3D0;j<LINES;j++)
if(j !=3D =
i&&=20
in[j])
=
tmp[i] =
=3D=20
1; /* OR outputs of =
other=20
lines only */ =20
for(j=3D0;j<LINES;j++)
if(j !=3D =
i&&=20
out[j])
=
tmp[i] =
=3D=20
1; =
} =20
=
for(i=3D0;i<LINES;i++) =20
out[i] =3D tmp[i]?0:1; =
} /*=20
print result */ printf("\noutput ");
for(i=3D0;i<LINES;i++)
printf("\t%d",out[i]);
printf("\n\n"); } while (ch =
!=3D=20
'q'); }
|
Power Supply =
Recommendations
Maintaining the logic selection while ac power is off is a primary =
design=20
goal. Also all connected CMOS must power up and down together to =
prevent=20
unwanted side effects.
Although the analog power supply design is =
out of=20
the scope of this article because they are part of the class-a amplifier =
design,=20
I refer you to redesign that in the article
Line
Level Class A Power Supply for this application.
As for the =
logic=20
power supply, my first impression is that the CMOS logic will draw =
minimal=20
current when idle and a mild spike on making a new selection. For=20
V
DD of 10V, the CD4078B datasheet rates a 10nA typical and a =
500nA=20
maximum quiescent current and a maximum output current of 2.6mA. =
With a=20
worst case 500nA idle current consumption, a 9V battery would be a fine =
digital=20
power supply. The datasheet of the Energizer 522 9V battery shows =
charge=20
capacity declining with increasing current load. At the lowest =
rated=20
current load of 25mA the battery is rated for 600mAh. Calculate =
battery=20
life for 5 NOR gates drawing 500nA each:
TBATTERY-LIFE =3D =
|
QBATTERY =20
IDEVICE =D7 #CD4078B devices
|
=3D
|
600mAh =20
500nA =D7 5 |
=3D 240,000 hours =3D 27.38 =
years =20
|
In this application the battery =
might last as long=20
as sitting unused.
For those who want a power supply without a =
battery,=20
one using supercapacitors will hold backup voltage for a long =
time. The
series-parallel zener-capacitor topology below is required because of a =
5.5V=20
voltage limit on most supercapacitors. If you need more than 10V =
drive to=20
cascode selector inputs you will need to expand the circuit with more =
zeners and=20
capacitors. V
DD-RAW input could be supplied by any =
other power=20
supply in the system because the JFET current source provides =
significant line=20
isolation. The bias through the zeners must be as much as the peak =
current=20
drawn by two of the NOR gates plus the value of the minimum zener turn =
on=20
current, because only two NORs change state on each new selection.
Therefore I
Z ≥ 2 =D7 I
NOR-PEAK + =
I
ZB =3D 2 =D7 2.6mA=20
+ 1mA =3D 6.2mA. I
Z ≥ 7mA would allow some extra =
margin of=20
operation.
Figure
15: Supercapacitor power supply
|
|
|
|
|
Parts List |
Q1 |
|
2N3819 or J310 n-channel =
JFET |
R1 |
|
270Ω (adjust value to =
get 7-10mA=20
circuit bias)
|
D3 |
|
1N4148 or 1N914 small =
signal=20
diode. |
D1, =
D2 |
|
4.7V or 5.1V 1W =
zener |
C1, =
C2 |
|
1F electric double layer =
capacitor=20
(gold capacitor) |
|
|
|
|
|
A properly calculated =
resistor=20
could replace Q1 and R1 if you=20
=
like. |
|
Spice=20
Results
Figure
16: Supercapacitor power supply - Line rejection shows =
86.5dB=20
PSRR.
|
|
Figure 17: Supercapacitor power supply - Output=20
impedance
|
|
SPICE Model for Supercapacitor power=20
supply. |
Miscellaneous
LED selection indicators are desirable, yet direct =
CMOS=20
drive would deplete the backup power supply. Therefore, I =
recommend a
discrete MOSFET circuit. The MOSFET inputs will not draw any idle =
current=20
and the supply to their drains through the LEDs and their bias can =
switch on and=20
off with the main circuit without any effect. Small LEDs typically =
draw a=20
maximum of 20mA. R
iBIAS should set a bias limit of 10mA =
and=20
R
iADJ should adjust the bias down from there.
Figure
18: LED Selection Indicator
|
|
|
|
RiBIAS =3D
|
VDD-LED - =
VF-LED =20
=20
ILED
|
For green LEDs with =
V
F=20
of 2.2V driven by a 30V supply:
RiBIAS =3D
|
30V - 2.2V =20
10mA
|
=3D 2780Ω =
|
R
iBIAS would round to 2.7kΩ and you might arbitrarily =
choose
R
iADJ to be 10kΩ.
Many would try different values =
from their=20
parts supply and substitute a fixed value giving the desired brightness =
for=20
R
iBIAS and R
iADJ.
Others might just use a two-pole =
six-position rotary=20
switch as a selector in place of all of this! ;)
Document History
November 17, 2010 =
Created.
November 17,=20
2010 Made minor improvements.
November 18, 2010 Added a =
schematic=20
for pushbutton logic to control a five-line selector and another =
demostrating=20
how to build up larger than standard NOR gates (for larger selectors) =
from=20
smaller standard parts.
November 27, 2010 Added power supply=20
recommendations and a schematic for an LED=20
indicator.
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