To use these charts, locate the material for which known conditions are available. Then multiply the rate by the relative factors to arrive at the estimated rate for the new material. For example, with previous data showing 3.5A/s aluminum at l00W, then titanium at similar conditions will generate approximately (0.53/1.00) • 3.5 Å/s ≅ 2 Å/s.
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The rates in this table are calculated based on a 500V cathode potential. As the power is increased greater than two times the original rate, the relative rate will drop slightly (up to 10%). For example, aluminum at 250W.
Al250W = 0.9 • AI100W • (P1/P0)
0.9 • 3.5 Å/s • (250/100) ≅ 7.4 Å/s
The rates in the ceramics table assume the use of an RF power supply and account for the partial duty cycle of the RF generator as compared to a DC supply. A pulsed DC supply will yield slightly higher effective rates.
The magnetic materials table shows the rate for DC operation with a new target. As the magnetic target erodes, the influence of the remaining material on the magnetic confinement field will change, leading to variations in sputter rate, operation voltage, and ignition pressure.
This information is for general planning purposes only. The Kurt J. Lesker Company makes no guarantees of the correctness of these numbers in your process. Contact the Kurt J. Lesker Company for specific assistance in setting up your process.
NON-MAGNETIC MATERIALS* Material Name Rate Ag Silver 2.88 Al Aluminum 1.00 Au Gold 1.74 Be Beryllium 0.21 C Carbon 0.23 Cu Copper 1.42 GaAs Gallium Arsenide {100} 1.03 GaAs Gallium Arsenide {110} 1.03 Ge Germanium 1.50 Mo Molybdenum 0.66 Nb Niobium 0.76 Pd Palladium 1.77 Pt Platinum 1.00 Re Rhenium 0.84 Rh Rhodium 1.16 Ru Ruthenium 0.98 Si Silicon 0.60 Sm Samarium 1.74 Ta Tantalum 0.67 Th Thorium 1.31 Ti Titanium 0.53 V Vanadium 0.50 W Tungsten 0.57 Y Yttrium 1.53 Zr Zirconium 0.88* All rates in this table are relative to aluminum.
OXIDES AND CERAMICS Material Name Rate Al2O3 Alumina 0.05 SiC Silicon Carbide 0.22 SiO2 Silicon Dioxide 0.21 Tac Tantalum Carbide 0.09 Ta2O5 Tantalum Pentoxide 0.39 MAGNETIC MATERIALS Material Name Mag Moment Rate Co Cobalt Low 0.73 Cr Chromium Med 0.87 Fe Iron High 0.57 Mn Manganese Med 0.14 Ni Nickel Low 0.86 Ni80Fe20 Permalloy High 0.80There are a few ways that you can increase/ maximize the sputtering rate of materials;
1. Increase power: While each material will be limited in their max power relative to their material properties, the cooling efficiency will allow you to operate the target at the highest possible power density. The first thing you should do is directly cool the target material by utilizing either a bolt-on style or bonded target configuration. This in addition to the aid of a conductive paste or epoxy will maximize the thermal conductivity and allow you to increase the power density to the maximum level attainable by the target material.
2. Decrease source-substrate distance: The closer the target to the substrate, the higher the sputtering rate will be. Generally, the plasma will be contained within 2" above the target surface. Many sputtering applications utilize a 3"-4" source-substrate distance. Assuming a 4" source-substrate distance, the sputtering rate will fall off by approximately 25% for every inch beyond 4". However, the rate will typically increase by approximately 35% for every inch closer you go from 4" away.
3. Lower operating pressures: In sputtering, the more gas in the chamber, the more atom and ion collisions there will be. These collisions will reduce the rate at which material atoms eject from the target surface and deposit onto the substrate. By reducing the operating gas flow, these collisions will be reduced and will have a positive impact on the ultimate sputtering rates that can be achieved.
4. Increase the number of magnetrons in the chamber: Rates will scale linearly by the number of magnetrons that are added to your application. In production applications with specific yield requirements, once the power and source-substrate parameters have been fully maximized, increasing the number of magnetrons is a parameter that can be utilized to enhance sputtering rates.
Enhancing uniformity in sputtering applications involves many variables. Some of these variables are impacted by the magnetron itself, but many are related to the system/ chamber design and flow dynamics, which in some cases cannot be controlled. However, there are a number of techniques that can be done to enhance uniformity in your application. The following list of examples provides some suggestions on what parameters can be adjusted to have a positive impact on uniformity. It is important to first recognize the fact that there are two significantly different deposition configurations that will yield much different suggestions for uniformity enhancement. As a result, we will cover these independently.
Figure 2
Figure 1
When sputtering a static substrate the following parameters will impact the overall coating uniformity;
1. Magnetron to substrate orientation: The magnetron and substrate should be centered on their axis for optimal uniformity.
2. Magnetron Size: The target should be larger than the substrate for optimal uniformity. The typical coating profile will fall off on the edges and be most uniform in the center (as figure 1).
The more overhang you have on the substrate, the more uniform the coating will be.
3. source-substrate distance: If magnetron to substrate overhang is non-existent or limited due to existing chamber design or equipment, increasing the source-substrate distance will help improve uniformity. The further away you get, the more collisions between the argon ions, electrons, and material atoms, which creates randomization on the sputtered film depositing on the substrate and ultimately better uniformity. However, the drawback to this is that the further away you are from the substrate, the lower the sputtering rates will be.
4. Masking: Masking is a technique that can be used to enhance uniformity by blocking or preventing material on certain areas of the target from depositing onto the substrate. For example, it is typical for material build-up to fall off at the edges of the target due to the magnetic field profile, active erosion zone location, and resultant flux profile. By inserting masking at the center portion of the target, you can ultimately flatten out the erosion profile (see figure 2).
When coating a rotating substrate, the following techniques can be used to enhance the uniformity;
1. Off-axis or Confocal magnetron to substrate orientation: The main advantage of rotating the substrate is that you can use a much smaller magnetron to achieve optimal uniformity by off-setting the center line of the target to the substrate. Utilizing a single axis rotation of the substrate is required for the following techniques;
Note: Adjustments to the angle and source-substrate distance may be required based on chamber design and flow dynamics.
In a confocal orientation, the following uniformities can be achieved with 3" magnetrons;
Substrate Size Uniformity 4" OD +/- 1-2% 6" OD +/- 3-5% 8" OD +/- 7%In confocal or off-axis sputtering, multiple magnetrons can be used for co-sputtering of multiple layers of variable materials and or increasing sputtering rates of the same target material.
Typically, when sputtering a 6" substrate wafer, it is possible to mount up to (4) four sputtering cathodes at a 4" source-substrate distance. It is critical to have the ability to adjust source-substrate distance and the angle of the sputtering cathode to have maximum ability to dial in uniformity.
In off-axis sputtering, having the ability adjust the off-set to the substrate, angle of the source, and source-substrate distance, are all critical parameters in dialing in the uniformity. Below are some examples of how adjusting these variables make a significant impact on both uniformity and rate;
Configuration 1 Substrate: 6" Off-Set: 3" (Center of target - Center of Substrate) source-substrate distance: 4" Head Angle: 0 deg. Target Material: Aluminum Uniformity: +/- 4.7% Rate: 4.5 Angstroms/ sec. Configuration 2 Substrate: 6" Off-set: 3" (Center of target - Center of Substrate) source-substrate distance: 4" Head Angle: -5 deg. Target Material: Aluminum Uniformity: +/- 2.2% Rate: 3.5 Angstroms/ sec. Configuration 3 Substrate: 6" Off-set: 3.5" (Center of target - Center of Substrate) source-substrate distance: 3" Head Angle: -5 deg. Target Material: Aluminum Uniformity: +/- 3.5% Rate: 5.5 Angstroms/ sec. Configuration 4 Substrate: 6" Off-Set: 3.5" (Center of target - Center of Substrate) source-substrate distance: 4" Head Angle: 0 deg. Target Material: Aluminum Uniformity: +/- 1.3% Rate: 3.6 Angstroms/ sec. Configuration 5 Substrate: 6" Off-Set: 4.25" (Center of target - Center of Substrate) source-substrate distance: 3" Head Angle: 15 deg. Target Material: Aluminum Uniformity: +/- 2.5% Rate: 2.8 Angstroms/ sec. Configuration 6 Substrate: 6" Off-Set: 4" (Center of target - Center of Substrate) source-substrate distance: 6" Head Angle: -5 deg. Target Material: Aluminum Uniformity: +/- 1.9% Rate: 0.9 Angstroms/ sec.Note: All configurations above assume single axis substrate rotation.
When sputtering dielectric targets using RF power, it is quite possible for the maximum deposition rate on the substrate to be less than 0.1 Å/sec. That is, depositing a film 100nm thick may take over 2.5 hours. It is no surprise, therefore, that we are frequently asked, "How can I increase the sputter rate?"
Actually, what the questioner wants is to increase the deposition rate, but we're not about to argue semantics with a frustrated researcher.
(But to segue into semantics for a moment: we will use sputters the adjectival form, as in sputter yield, sputter rate, sputter gun, rather than sputtering yield etc.)
In this issue we review ways to increase deposition rates and look at conditions where maximizing one parameter inadvertently affects something else.
While the substrates can be static or rotating, these suggestions apply only to circular sputter guns with flat disc targets and stationary magnet assemblies. Sputter guns with targets of other shapes and configurations, moving magnet assemblies, and linear sputter guns, have their own performance attributes that are not directly addressed here.
First, we must understand that each material has its own characteristic sputter yield - the number of atoms (or molecules) leaving the target for each ion that hits it. The sputter yield value depends on: the material; the mass of the incoming ion; the voltage through which the ion is accelerated; and its angle of incidence on the target.
For Ar+ ions striking a target at 45° through a potential of 500eV, the sputter yields of most elements are between 1 - 10, roughly.
Materials that are chemical compounds such as oxides can have much lower sputter yields! For example, Maissel and Glang's book Handbook of Thin Film Technology quotes the sputter yield for SiO2 as 0.13 and Al2O3 as 0.04.
Extending the concept of sputter yield, we will later refer to a material's sputter rate, which is its sputter yield multiplied by the ion current to the target.
Power & Power DensityAlthough we quote the power applied to a target, the critical quantity is really power density, which is the power applied divided by the target's surface area. Let us suppose the target in a 5cm (2") gun accepts 100W maximum power. Then, how can the same target material in a 10cm (4") gun accept 400W?
The table shows that despite the large change in maximum power, the two targets have identical power densities.
Diameter
cm
5
10
Area
cm2
19.6
78.5
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Power
W
100
400
Power Density
W/cm2
100/19.6 = 5.1
400/78.5 = 5.1
Reducing the target-to-substrate distance (often called throw distance) is a simple, direct way to increase deposition rate. To fully understand this effect, the angular distribution of sputtered particles must be known. Regrettably, this is a complex subject since material is ejected from a circular 'trench' around the target and terms like over-cosine and under-cosine are used in the literature to describe a sputtered material's flux distribution.
For these notes, however, it is sufficient to understand that the sputtered particles' arrival rate (per unit area of substrate) varies as the inverse square of the throw distance. That is, halving the throw distance quadruples the material's arrival rate at the substrate and the film's thickness grows at 4x the previous rate!
However, it is important to consider the shorter throw distance's affect on the film's (thickness) uniformity. If, for example, material leaves the target in roughly a cosine distribution pattern, then the larger the throw distance, the higher the number of thermalizing collisions between sputtered atoms and sputter gas atoms. These collisions tend to 'flatten out' the cosine distribution making the deposition more uniform across the substrate. Since a shorter throw distance means fewer collisions, film uniformity at shorter distances may be worse.
In addition, at shorter throw distances substrates may see: higher energy sputter particles; more stray electrons; more plasma ions and 'hot' neutrals; and higher thermal radiation heat transfer from the plasma and target surface. So the adverse effects of a shorter throw distance include:
However, shorter throw distances (and, therefore, higher substrate temperatures) can have beneficial effects too:
Doubling the power applied to the target roughly doubles the sputter rate and this always appears to be the 'easy option' when faced with low deposition rates.
Unfortunately, arbitrarily increasing power has many adverse effects.All power applied to the gun must dissipate somewhere in the system. It is claimed that roughly 75% ends up heating the gun's cooling water. That is, 75% of the total power dumped into the target's front face must transfer through the target to reach the water! Clearly, the target's thermal conductivity, thermal coefficient of expansion, mechanical strength characteristics, and melting point, are critical issues.
Another major concern is the 'thermal conductance' of the interface between the target's rear face and the sputter gun's cooling well. Results tabulated in A Heat Transfer Textbook by Lienhard & Lienhard indicate the thermal conductance between two lightly clamped, flat metal surfaces is (a) not very high, and (b) depends significantly on air between the surfaces.
Evacuate that interface - that is, put the sputter gun under operating conditions - and the thermal conductance of the interface between the target and the cooling well may drop to 1/20th to 1/50th of its 'with air' value.
Some target materials are so fragile they crack no matter what sputter power is used. Bonding such materials to copper backing plates may allow their continued use even though cracked. However, if pieces chip off or the cracks become wide enough to expose bonding agent or copper backing plate, the target must be replaced.
Too high sputter power is the most common cause of target and sputter gun damage. Given the target/interface thermal limitations, such damage can be reduced/eliminated by using an appropriate maximum power (see Maximum Power Levels). However, 'appropriate' often equates to 'low' and low power means low deposition rates.
One final point about applying power to a target. Once the appropriate power has been established for a given target/gun, never switch on and immediate increase power to that value! Always increase power slowly to its maximum value through a series of ramps and soaks.
Maximum Power LevelsSo, how do I find the 'appropriate maximum power' for my target?
With patience and a 'trick'. The first time a new target material is sputtered, slowly ramp the power until the power density (see Power & Power Density) on the target is:
Let the target soak for a minute or two at whatever power that turns out to be. Then slowly increase power (not power density) by 5W and monitor the voltage for another minute. If it remains stable, ramp up another 5W and watch it for another minute.
Continue these 5W ramp/1 minute voltage monitoring steps until the voltage starts to rise. Immediately back off the power by 5W and monitor the voltage. If it remains stable for 5 minutes, you have found the appropriate maximum power for that target in that sputter gun. If, however, the voltage still rises, back off in further increments of 5W until it does stabilizes. (But note Caveat to the Trick.)
Motto: If in doubt when starting out, make it your propensity to lower power density!
Lowering the sputter gas pressure causes a modest increase in deposition rate by a two-fold mechanism:
One potential side-effect of lowering the gas pressure is a change in film uniformity. Whether it improves or worsens is typically not predictable because there are many factors involved. But one obvious aspect is a reduction in the number of thermalizing collisions.
An adverse effect of lower gas pressure/higher plasma-to-target voltage combination is the greater likelihood of arcs occurring near the target.
As a method of increasing deposition rate, this option is not easily implemented and is expensive since it requires a new sputter gun, sufficient room to install it in the chamber, and possibly a larger power supply.
For a given power density (see Power & Power Density), the larger the target diameter the higher the sputter rate. The explanation is simple. A larger target diameter means a larger sputter trench area and, for a given power density, increased trench area means increased sputter rate.
The majority of R&D deposition systems have more than one sputter gun installed. Typically, the user installs different target materials in each gun. However, putting the same target material on two or more guns and operating them simultaneously can double, triple, etc. the sputter rate and resulting deposition rate.
The drawback is, many multi-gun systems were not built for co-deposition work and have just one power supply. Buying additional supplies for simultaneous operation may make this option expensive.
Caveat to the TrickReactive metal targets such as Al and Mg are initially covered by a thin oxide coating. Before that layer 'burns' off, the target will arc, spit, and most importantly, run at a low voltage. Once that oxide layer has gone, the voltage will rise sharply to a new level.
It is this 'clean target' voltage level that you are trying to stabilize with the trick - not the initial low voltage.
Yes, there are ways to increase deposition rates. Unfortunately the easy winding-up-the-power option, if misused, at best leaves your targets looking a little sad. At worst, your sputter gun splutters to a stop, water leaks into the chamber, or the power supply fries. No, I jest! At worst, all three happen simultaneously.
As always, if you have questions or comments and they will be forwarded to the author.
Crucibles are widely used in metallurgy, chemical processing, and a variety of industries. Among these crucibles, graphite crucibles are useful for the smelting of non-ferrous metals and alloys with their desirable properties. Let’s have a detailed discussion about the features, competitiveness, and uses of graphite crucibles. Hope that you can have a better understanding of graphite crucibles used for metal smelting.
Graphite crucibles are containers that can be used in high-temperature environments. They are ideal for melting aluminum, brass, gold, silver, and other non-iron metals because of their thermal conductivity, heat shock resistance, and low reactivity with molten metals.
Graphite crucibles could be categorized into three types according to their constituent materials. They are clay-bonded graphite, pure synthetic graphite, and graphite reinforced with silicon carbide. Each type offers distinct advantages depending on the melting temperature, metal type, and operating conditions.
Crucible Type Composition Max Temp Suitable Metals Corrosion Resistance Typical Use Cases Clay-Graphite Natural flake graphite + clay ≤ °C Aluminum, copper alloys Moderate Non-ferrous casting, foundries Pure Graphite Synthetic graphite ≤ °C Gold, silver, platinum High Jewelry, lab, precision smelting Graphite-Silicon Carbide Graphite + silicon carbide ≤ °C Copper, magnesium alloys High Continuous casting, induction furnacesGraphite crucibles stand out for a range of thermal, physical, and chemical properties.
Different types of graphite crucibles match different metals and alloys.
Figure 2. Metal Melting
Selecting the ideal crucible involves more than just matching size or shape. The following factors should guide your decision:
Please follow the following instructions so that your graphite crucibles maintain a good state.
Related reading: Lab Tips: How to Use and Clean Crucibles?
Graphite crucibles continue to be the material of choice for modern metal melting operations due to their high thermal stability, chemical resistance, and adaptability across a wide range of smelting environments. By selecting the appropriate type, following best practices, and sourcing from a reliable supplier, industrial buyers can optimize performance, reduce costs, and maintain consistent metal purity.
Partner with Stanford Advanced Materials for proven graphite crucible solutions tailored to your specific needs. Contact us to discuss your requirements or to receive a sample and quotation for bulk orders.
If you are looking for more details, kindly visit semiconductor sputtering.
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