Pro4-B…. with S-304 available with 150mm and 200mm Ultem chucks and 100mm, 150mm and 200mm hot chucks.
The Pro4 provides simple answers to sheet and bulk resistivity measurements. Since 1968, Signatone has offered an inline four-point probing solution. To make the measurements, the user lowers the four-point probe head onto the sample then selects the Test button in the software. The computer automatically controls the Keithley 2450/2600 series (including: 2400, 2410, 2450, 2601, 2602, 2611, 2612, 2635 and 2636) and steps through a number of current settings to find the ideal current for accurate readings. A V/I measurement is taken and recorded. The system uses the Dual Configuration test method of ASTM Standard F84-99 to compensate for errors in probe spacing and errors caused by proximity to the edge of the conducting layer. NIST traceable calibration standards are available for purchase with the system. Proper use of the standards and the calibration procedure insures the specified system accuracy of better than 1%. The standard range of the system is 10µΩ to 100MΩ per square when used with the Keithley 2450 series source meter. Other Keithley meters are available offering 1mΩ to 300MΩ ranges (see page 3).
The Pro4 system includes four components; Keithley 2450 (if this option is purchased from Signatone), four-point probe head, Pro4 software, and Pro4 stand. The Pro4 stand includes proprietary components that will only work with Signatone’s Pro4 control software.
The Pro4 stand includes several features to assure accurate resistivity measurements. A lever arm with micro switch assures the probe head is moved straight up and down and current is not applied until the probe head has adequately contacted the sample. A fine ‘Z’ adjustment knob on the top raises or lowers the probe head a range of 20mm to set-up testing on the sample. A bayonet style quick mount allows for easy changing of the probe head. The sample to be tested is mounted onto a Delrin chuck and easily pushed to position. The stand is available in 100mm and 150mm configurations. The stand is pre-wired and ready to connect to the Keithley 2450 Source meter. (the K2450 is our standard range source meter, see Model maker section for more meter options)
The Pro4 software manages the tests, displays results and allows printouts or export of the data. The user inputs the size and shape of the sample, edge exclusion and number of points to be tested. The user may also define pass/fail criteria and which parameter (Sheet Resistance, Resistivity, or V/I) to display. A graphic picture of the target probe points is displayed. Prompts tell user to move to the next position. Upon completion of testing all points, the average, standard deviation, 1-Sigma, minimum and maximum are prominently displayed. Upon completion, a summary report may be printed showing the data and pass/fail status.
Pro4-L…. with S-303 stand and 300mm Delrin chuck. Smaller Delrin chucks are optional, please contact factory for details. Shown configuration is the Pro4-LM1N with Keithley 2601 source meter and Dell notebook computer displaying the Pro4 software. Our SP4, four-point probe head is mounted to the linear lift with quick mount adapter.
The S-304 stand includes a manual X-Y motion control stage with digital positioning. The S-304 was designed specifically for RS applications that require hot chucks for TCR testing.
Pro4-U…. with S-305 stand and 300mm Delrin chuck (photo lower left) or an optional 300mm Ultem vacuum chuck with vacuum zones to hold 30mm to 300mm wafers (photo lower right).
The Pro4-U…. holds the wafer stationary while the four-point probe head is moved in X-Y motion and includes digital positioning
Pro4-R…. includes our S-M40 or S-M90 micropositioner with special four point probe mounting hardware. This set-up can be used on nearly all Signatone probe stations, manual or semi-automatic. Contact the factory for more information about this option.
| 4 | 302 type stand with 100mm Delrin disc |
|---|---|
| 6 | 302 type stand with 150mm Delrin disc |
| L | S-303 Bench top stand with X-Y positioning stage for the FPP head only and plastic, stationary DUT holding deck up to 300mm |
| B | S-304 Bench top mapping stand with digital X-Y mm position readout, X-Y positioning stage, quick disconnect: samples up to 200mm |
| U | S-305 Large foot print, manual stand, prewired, quick mount adapter, stationary 300mm Ultem Vacuum Chuck, 300mm precision X-Y head mount stage, YES digital position read-out, holds 4,6,8 and 12 devices |
| R | Prober option with S-M90 and break out box |
| 00 | No meter included, configured for Keithley 2400 series |
| 05 | No meter included, configured for Keithley 2450 Meter |
| 40 | Keithley 2400 1 mili-ohm to 800K ohms per square |
| 41 | Keithley 2410 |
| 45 | Keithley 2450, includes software version with support for 2450 meter10µΩ to 100MΩ |
| M1 | Keithley 2601B 1 mili-ohm to 100M ohms per square |
| M2 | Keithley 2602 1 mili-ohm to 100M ohms per square |
| M0 | No meter but configured for 2601B, 2602, 2611 or 2612 |
| G1 | Keithley 2635 1 mili-ohm to 1 G ohm requires dark box, PSDB-100 |
| G0 | No meter included, configured for Keithley 2636 or 2635 |
| 0 | No Computer included |
| R | Rack mounted industrial computer integrated with meters, 17" Flat Panel Screen, mouse & keyboard |
| N | Notebook |
| D | Desktop computer, 17" flat panel screen, mouse & keyboard |
How do I choose the best SP4 or HT4 for my application?
Choosing the right probe head is a matter of selecting the best spring pressure, probe tip radius, material and probe tip spacing for your application. The following is a guide for making the best selection; however, experience has shown best results are achieved by using guidelines to select the initial probe head, then experimenting with different spring pressures or materials to match the characteristics of your application.
Spring Pressure: The spring pressure is the pressure used to force each individual probe tip onto the sample surface to make electrical or ohmic contact. Lucas Signatone offers 45 gram, 85 gram and 180 gram spring pressures for standard probe heads (SP4 series) for testing below temperatures of 90 degrees C. Probe heads for use at higher temperatures (the HT4 series) have 180 gram spring pressures. The physical characteristics of the sample determine the correct spring pressure as follows:
Probe Tip Radius: Lucas Signatone probe tips are micro-machined to have the shape of a section of a sphere at the tip. 1.6 mil, 5 mil, and 10 mil tip radii are available. Generally the large tip radius probes are more robust, but it is more difficult to make good electrical contact with these probes. Use the following guide for the selection of tip radius:
Probe Tip Material: Signatone offers 4-point probes with tips of either Tungsten Carbide or Osmium. Tungsten Carbide is a crystalline material that is very hard and can be broken along the crystal boundaries with horizontal motion of the probe. Osmium is an amorphous material and is also hard, but is more forgiving to small horizontal motion. It is believed that Osmium will give longer performance or more touch downs than Tungsten carbide, but it is slightly more expensive
Probe Spacing: The probes have a constant spacing, S, between each of the 4 tips. Lucas Signatone products use software with correction algorithms allowing for probing near the edge of the sample (to within a proximity of 4 x S) with 1% accuracy. Generally larger probe tip spacings give better results. Please use the following guide.
Also, Osmium has the physical characteristic (work function) such that it can make better contact with some exotic materials. The following is suggested:
$$$ SP4 / HT4 Pricing $$$
For pricing, please configure the part number by using the above information, then send us an e-mail at: Sales@Signatone.com
Regarding the SP4 there is really no sure way to clean the tips. We certainly discourage the use of any chemicals, solvents or touching the tips with a cloth in attempt to wipe them clean. The only method that we have used is compressing the tips 20-50 times on a ceramic surface but there is no specification for the outcome of this process or guarantee that this will clean the tips, as in most cases this does not work. If there is visible debris on the tips you can try using high pressure air to blow away the debris. The SP4 is disposable and priced to be easily replaced and most models are on the shelf for immediate shipment ARO.
The SP4 probe head is designed for use with Signatone and other resistivity probing systems for the measurement of thin films and materials.
The SP4 head has several configurations parameters permitting users to define the probe head best for their application.
0.0625 inches (62)
0.050 inches (50)
0.040 inches (40)
45 grams (045)
85 grams (085)
180 grams (180)
Osmium (0)
Tungsten Carbide (T)
0.0016 inches [1.6mil] (R)
0.005 inches [5 mil] (F)
0.010 inches [10 mil] (B)
Flying lead termination, 15” wire (S)
9 pin D sub with 15” wire (Y)
9 pin D sub with 6” wire (Q)
4 36” wires with Banana Plugs (J) *
4 36” coax wires with BNC (N)*
2 36” coax wires with BNC (C)*
4 36” Triax wire with TRX (HT4) (X)*
2 8” Triax wire with TRX (HT4) (D)*
* for direct connection to various meters
Standard Head (Delrin)
Sample Part Numbers:
40 = 40 mil spacing between tips
50 = 50 mil spacing between tips
62 = 62.5 mil spacing between tips
S = Standard, flying lead termination
Y = 15” wire, 9 pin D sub, for Pro4/S-302
Q = 6” wire, 9 pin D sub, for QuadPro 2
J = 36” wire with (4) Banana Plugs
N = 36” Coaxial wire with 4 BNC connectors
C = 36” Coaxial wire with 2 BNC connectors
other connectors available
045 = 45 gram spring pressure
085 = 85 gram spring pressure
180 = 180 gram spring pressure
T = Tungsten Carbide
O = Osmium
R = 1.6 mil radius tip
F = 5 mil radius tip
B = 10 mil radius tip
X = 36” Triax wire with 4 TRX connectors
D = 8” Triax wire with 2 TRX connectors
High Temperature or High Resistance Head (Macor)
L-4PQM Quick Mounting Block
Use the L-4PQM to mount the SP4 and HT4 probe heads to any late model Lucas / Signatone Corp. resistivity test stand.
Back View
Mounting Holes
Use these dimensions to create your own mounting device.
Photo: L-4PQM quick mounting block, holding SP4-62085TRQ mounted to our QuadPro 2 S-A8 resistivity test station
The Resistivity Standard, available in three wafer sizes, 76.2mm, 200mm & 300mm (upon request)
IMPORTANT!
Calibration methods using Signatone’s RS test software included with our Pro4, QuadProII and ΩPro test systems are highly repeatable when used with these high-quality materials. When a VLSI, NIST traceable standard is used, the measurements may be set to correlate with the standard. Calibration should be done weekly or after changing probe heads. When performing calibration measurements with a 4-point-probe instrument, you must ensure that the probes and the silicon make solid, repeatable contact. Poor contact is revealed by a high standard deviation of multiple measurements taken from the same area or in some cases, zero-voltage readings.
Note: Typical delivery lead times for these wafers is 6-10 weeks and varies per product.
Resistivity, Rho, is a particularly important semiconductor parameter because it can be related directly to the impurity content of a sample; the four-point probe is the apparatus typically used to determine bulk Resistivity.
The mobility of the carriers depends upon temperature, crystal defect density, and ALL impurities present. Hall Effect Measurements can determine the mobility of the carriers in a given sample to allow for more accurate dopant concentration measurements, but Hall measurements are usually destructive to the sample.
The four-point probe contains four thin collinearly placed tungsten wire probes which are made to contact the sample under test. Current I is made to flow between the outer probes, and voltage V is measured between the two inner probes, ideally without drawing any current. If the sample is of semi-infinite volume and if the inter-probe spacing is s1 = s2 = s3 = s, then it can be shown that the Resistivity of the semi-infinite volume is given by:
Rhoo = (Pi s) V/I (1)
The subscription in the preceding equation indicates the measured value of the Resistivity and is equal to the actual value, Rho, only if the sample is of semi-infinite volume. Practical samples, of course, are of finite size. Hence, in general, Rho ! = Rhoo. Correction factors for six different boundary configurations have been derived by Valdes (1). These show that in general, if l, the distance from any probe to the nearest boundary, is at least 5s, no correction is required. For the cases when the sample thickness is 5s, we can compute the true Resistivity from:
Rho = a 2 Pi s V/I = Rhoo (2)
Where a is the thickness correction factor which is plotted (on page 3). From an examination of the plot we see that for values of t/s >= 5 times the probe spacing, no correction factor is needed. Typical probe spacings are 25-60 mils and the wafers used in most cases are only 10-20 mils, so unfortunately, we cannot ignore the correction factor. Looking again at the plot, however, we see that the curve is a straight line for values of t/s <=0.5. Since it is a log-log plot the equation for the line must be of the form:
a=K (t/s)^m (3)
where K is the value of a at (t/s) = 1, and m is the slope. Inspection of the plot shows that in this case m = 1. K is determined to be 0.72 by extrapolating the linear region up to the value at (t/s) – 1. (The exact value can be shown to be 1/(2 ln 2).) Hence for slices equal to or less than one half the probe spacing a = 0.72 t/s.
When substituted into the basic equation we get:
Rho = a 2 Pi s V/I = 4.53 t V/I, (t/s) <= 0.5 (4)
All samples we will be using in the lab satisfy the one-half relationship so we can use the above formula to determine Rho. We will perform Resistivity measurements on the starting material for each experiment. The value of r obtained will be referred to as the bulk Resistivity, and the units are Ohm-cm.
the end-to-end resistance of a rectangular sample. From the familiar resistance formula:
R = Rho l/wt (6)
we see that if w = l (a square) we get:
R = Rho/t = Rs
Therefore, Rs may be interpreted as the resistance of a square sample, and for this reason the units of Rs are taken to be ohms-per-square or ohm/sq. Dimensionally this is the same as ohms but this notation serves as a convenient reminder of the geometrical significance of sheet resistance.
So far in our discussion of Resistivity measurements we have assumed that the size of our sample is large compared to the probe spacing so that edge effects could be ignored. This is usually the case for the bulk Resistivity measurement. However, our sheet resistance measurements will be made on a “test area” on our wafer and the test area dimensions (nominally 2.9 by 5.8mm) are not that large compared to the probe spacing (25 mils). In order to get accurate measurements we will need to correct for the edge effects. In general then:
Rs = C V/I (7)
where C is the correction factor. Note that for d/s > 40, C = 4.53, the value we had as the multiplier in Equation (5).
References:
Courtesy of:
ECE344: Theory and Fabrication of Integrated Circuits
Electrical and Computer Engineering
Rs = Rho/t = 4.53 V/I for t/s <= 0.5 (5)
which we refer to as sheet resistance. When the thickness t is very small, as would be the case for a diffused layer, this is the preferred measurement quantity. Note that Rs is independent of any geometrical dimension and is therefore a function of the material alone. The significance of the sheet resistance can be more easily seen if we refer to the end-to-end resistance of a rectangular sample. From the familiar resistance formula:
So far in our discussion of Resistivity measurements we have assumed that the size of our sample is large compared to the probe spacing so that edge effects could be ignored. This is usually the case for the bulk Resistivity measurement. However, our sheet resistance measurements will be made on a “test area” on our wafer and the test area dimensions (nominally 2.9 by 5.8mm) are not that large compared to the probe spacing (25 mils). In order to get accurate measurements, we will need to correct for the edge effects. In general, then:
References: Valdes, L.G., Proc. I.R.E., 42,pp. 420-427 (February 1954) Smits, F. M., “Measurements of Sheet Resistivity with the Four Point Probe,” BSTJ, 37, p. 371 (1958).
Same as BT Monograph, 3894, Part 2 Courtesy of: ECE344: Theory and Fabrication of Integrated Circuits Electrical and Computer Engineering University of Illinois – Urbana/Champaign
* See Signatone Corporate Terms and Conditions of Sale for further details.
Ask us about our family of Resistivity Test Equipment
Key features included in all Signatone systems include Autorange and dual configuration. Autorange automatically finds the ideal current setting to meet the parameters of the standard for measuring. At the first test site, the software controls the current source to step through a number of settings until the measured voltage is in target range as defined by the standard. This current is then used for all subsequent measurements of the sample. Dual configuration mode applies the standard ## to automatically correct for geometric errors caused by probe spacing and/or edge proximity improving overall accuracy.
Signatone offers Family of Products- The QuadPro 2 for R&D and the Pro4 for basic, manual measurements, ΩPro - Resistance Testing System. Each family has a variety of options and configurations. With over 60 configurations to choose from, Signatone has the product that will meet your application.
QuadPro 2 Resistivity Test System
ΩPro - Resistance Testing System
Configure this system with our engineers — factory‑direct from Gilroy, California.