In other topics we deal fairly comprehensively with polymers and metals, but these aren’t the only materials that are used. Particularly in components, you will come across ceramics, a group of materials with a wide range of properties. Those that are best described as ‘glasses’, and those with magnetic properties, are both dealt with in Other passive components: this topic concentrates on their use for capacitors and resistors.
The word ‘ceramic’ is derived from the Greek for potters’ clay, though the term is now used much more generally, to apply to a wide range of inorganic materials that are generally non-metallic and in most cases have been treated at high temperature at some stage during manufacture.
Ceramics can be classified into four main groups:
The structures of ceramics fall into two main groups:
Alumina has a close packed hexagonal structure, with a mixture of covalent and ionic bonds, with one-third of the potential aluminium sites vacant in order to satisfy the valency requirements of the two elements.
Many engineering ceramics are made from powders, by cold pressing the powder to produce a ‘compact’ which is strong enough to be handled. This compact is then sintered at a temperature high enough to cause fusion of the particle boundaries. The temperatures involved depend on the nature of the ceramic material and whether any ‘glass formers’ are included in the powder. With alumina for example, where materials are typically quoted at 96% or 99% purity, the balance consists of glass-formers, which help give the fired part a smooth surface finish, and reduce its porosity.
Until recently, most ceramic materials consisted of crystalline particles cemented together by glass, but sintering at sufficiently higher temperatures can produce wholly crystalline structures which maintain their strength at elevated temperatures.
Other ways of shaping ceramic products, such as the sheets of material used to make resistors and capacitors, include modifications of processes traditionally used with clay:
Whether extruded, or cast as a sheet, the unfired ceramic has relatively little strength, and needs handling with care. It is, however, possible to carry out operations such as printing precious metal inks, which can be co-fired with the ceramic, and form part of the eventual structure. Any forming or cutting is best carried out while the ceramic is in the ‘green’ (or unfired) state, as the task is easy – you can cut a sheet of green ceramic with a razor blade; once fired, the ceramic will blunt the razor!
Ceramics are hard and reasonably strong: Table 1 gives some typical values, from which it can be seen that, weight for weight, alumina is stronger than stainless steel. However, ceramics are more rigid (higher Young’s modulus). More crucially, they have almost no ductility, because of the directional nature of the covalent bonds. Without ductility, stress concentrations are prevented from being relieved by plastic flow, so ceramics tend to fracture readily.
| material | melting point (°C) | density (g/cm) |
CTE (10–6/°C) |
Young’s modulus (GPa) |
tensile strength (MPa) |
|---|---|---|---|---|---|
| alumina | 2050 | 3.99 | 5.8 | 380 | 620 |
| aluminium | 660 | 2.70 | 23.5 | 69 | 50–195 |
| aluminium nitride | 2400 | 3.25 | 5.3 | 350 | 270 |
| beryllia | 2530 | 3.01 | 8.4–9.0 | 311 | 172–275 |
| copper | 1083 | 8.96 | 17.0 | 180 | see footnote 1 |
| nickel | 1453 | 8.9 | 13.3 | 199 | 660 |
| 304 stainless steel
(annealed) |
8.0 | 17.2 | 193 | >525 |
Internal imperfections such as porosity reduce both strength and ductility. Because most engineering ceramics are compacted from powders, some porosity is inevitable, so most ceramics are very brittle.
Ceramics also tend to suffer from the presence of micro-cracks, which act as stress raisers, and tensile stresses must generally be kept low if sudden failure is to be avoided. Also, because the number of faults will vary from specimen to specimen, in ceramics there can be a much bigger scatter of measured strengths than with metals.
Creep only takes place in crystalline ceramics at relatively high temperatures. However, non-crystalline glasses have low softening temperatures, and considerable creep occurs at moderate temperatures.
Most ceramics are non-conductors of electricity, and have many uses because of this. They are particularly useful because they are reasonable conductors of heat. Table 2 shows alumina to be a very much better conductor of heat than FR-4 laminate, and comparable in performance to leadframe materials and solder. Other ceramics have substantially better characteristics, comparable to metals, but their specification and use is outside the scope of this module.
| material | CTE (10–6/°C) |
thermal cond. (W/(m.K)) |
|
|---|---|---|---|
| diamond | 1.7 | 2300 | |
| copper | 16.5–17.3 | 398 | |
| beryllia | 8.0 | 275 | |
| aluminium nitride2 | 4.0–4.5 | 250 | |
| aluminium | 22.3 | 237 | |
| silicon | 2.8–3.2 | 150 | |
| solder (95/5) | 28 | 36 | |
| alumina | 6.7–7.0 | 21 | |
| kovar | 5.9 | 17 | |
| 304 stainless steel | 16.3 | 16 | |
| FR-4 at T<Tg | X, Y 15.8 | Z 80–90 | 1.7 |
| FR-4 at T>Tg | X, Y 20 | Z 400 | |
| polyimides | 45 | 8 | |
Alumina has other uses within electronic packaging, because it is not permeable to gas, provided that it is correctly sintered. Ceramics therefore are the basis of many advanced packages. Their use in this way uses the fact that layers of ceramic can be co-fired to form a robust joint, making package assembly possible, and the structure allows enough penetration by glass to make it possible to metallise ceramic using glass threads containing precious metals. It is materials of this sort, referred to as ‘thick film inks’ which are used both in package manufacture and in making chip resistors.
Based on the description of ceramics given above, and your knowledge of electrical and electronic products, what applications can you identify?
Most chip resistors are of the so-called ‘thick film’ construction, where patterns of inks containing glass frit and a mix of metals and oxides are printed onto a ceramic substrate and converted to adherent, stable films by firing at high temperature (typically 850ºC).
The usual substrate is a high purity alumina3 sheet which is first laser-scribed in two directions at right angles to provide crack lines for breaking out the individual resistors at a later stage in production. The internal metal electrodes, usually of palladium-silver, but sometimes of gold, are printed across the appropriate cracks and fired on.
3 Alumina (Al2O3) is produced from the bauxite ore which is also the source of metallic aluminium. The crushed ore is digested with hot caustic under pressure, the solution filtered, and aluminium hydroxide precipitated by passing carbon dioxide through the solution. The resulting pure hydroxide is dried and calcined at 1100°C where it decomposes to give pure alumina.
The resistive element, normally based on ruthenium dioxide, is similarly printed between these electrodes and again fired. The resistive value as-fired is always lower than the target so that each resistor can be adjusted upwards to the precise value required. Computer controlled laser trimming is used to vaporise a narrow channel in the resistive element whilst the increasing resistance is being monitored. The central area is then glazed, to protect the resistive element with a glass film (Figure 1).
Such resistors typically range from 1W to 10MW with a choice of tolerances in the range ±0.5% to ±20%. Because resistors are individually adjusted, the spread of values within a batch will normally be very much closer than the nominal tolerance, ±1% of mean value being typical of what is achieved with ±5% parts.
Power ratings over an operating range of approximately -40ºC to +70ºC depend on the resistor size
| 0402 and 0603 | 1/16W (63 mW) |
| 0805 | 100 mW |
| 1206 | 1/8W (125 mW) to ¼W (250 mW) |
The temperature coefficient of this type of resistor is low, typically less than ±0.02%/ºC, making thick film resistors fairly stable components. However, for critical applications, precision chip resistors are available. These are manufactured using a different technology.
Resistor networks, consisting of several thick-film or thin-film resistors on one substrate, are produced in a variety of package outlines. The earliest of these formats were DIL (Dual-In-Line) and SIL (Single-In-Line), but leadless chip styles have also been developed, and flat-pack styles are now very common. These are similar in concept to the SO-IC but frequently on a smaller pitch.
Whilst custom networks were once favoured, for most applications the networks contain identical resistors of one of the standard resistance values (see The component driver -: Implications for board design). The two most common arrays have either separate resistors, or resistors with one side of each connected to a common pin (Figure 2).
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The type of chip capacitor that predominates because of its useful range is the multilayer ceramic chip (MLC). The basis of this structure is shown in Figure 3. In a typical process, thick film capacitor electrodes are screen printed onto sheets of doped barium titanate ceramic using an interleaved pattern. These sheets are stacked under pressure, dried, cut to size and sintered at a temperature around 1300°C. The electrodes must be of a metal with a melting point that is higher than the sintering temperature, and platinum (1774°C) or palladium (1552°C) are normally used.
Contact is then made to the ends of the capacitative layers using metal terminations, commonly silver-palladium, which are applied by screening or dipping followed by firing, each making contact with one set of internal electrodes.
Several solderable termination options are available, for which there is a trade-off between cost and retention of solderability of the metallisation. The most usual final finish is a nickel barrier layer, followed by a solderable outer coating. The nickel prevents leaching of the silver into the molten solder during assembly.
The resultant capacitor is very rugged and the electrode system is totally enclosed and protected from the influence of the ambient atmosphere. Standard versions are able to withstand immersion in 250°C molten solder as well as high humidity, without the need for further encapsulation.
The temperature coefficient of a multilayer chip capacitor is determined by the type of ceramic used. The temperature coefficient of NPO capacitors is close to zero over the relevant temperature range, but for others it can be either positive (capacitance increasing with rising temperature) or negative (capacitance decreasing with rising temperature). The considerable difference between different dielectric types is indicated in Figure 4. Generally, the more capacitance that is crammed into a given volume, the less stable the value will be.
The formulations of ceramic capacitor materials vary very significantly, depending on the dielectric constant and stability required. One can see colour differences – NP0 types are likely to be near-white, X7R often light brown, and Z5U may verge towards purple – but don’t place any faith on this as a definitive indicator of likely value.
Figure 4 and Table 3 give information on the three most commonly used materials. Note that there are differences in detail between the EIA classifications developed in the USA, and the IEC designations, although the specifications are similar.
In using Table 3, also bear in mind that the maximum capacitance value in a given package depends on the voltage rating and on the materials and technology, so that capacitance value ranges will vary between manufacturers. Some makers also truncate the bottom end of general purpose capacitor ranges, preferring to supply the more stable material where there is an overlap between dielectric types.
| EIA classification | COG | X7R | Z5U/Y5V |
|---|---|---|---|
| IEC (BS/CECC) near equivalents |
1B |
2C1 |
2F4 |
| Dielectric constant (K) |
30-150 |
500-2000 |
>4000 |
| Operating temperature range: |
-55 to +1250C |
-55 to +1250C |
-25 to +850C |
| Capacitance range (50V rating) | |||
| 0402 body |
<1p–150p |
100p–3n3 |
1n–15n |
| 0603 body |
<1p–470p |
100p–10n |
4n7–47n |
| 0805 body |
<1p–1n |
220p–33n |
10n–150n |
| 1206 body |
<1p–4n7 |
470p–100n |
22n–470n |
| 1210 body |
1210 body |
2n2–220n |
33n–1µ |
| Tolerances available |
1–10% |
5–20% |
50–100% |
| Typical rated voltage |
100–200V |
50–200V |
25–100V |
The capacitance value of a multilayer chip capacitor is a function of the number of layers, the area of each electrode, and the permittivity and thickness of the dielectric. All but the first of these are variables which depend on the manufacturing process, and inevitably are not constant. There is therefore a spread of values in any batch, the range depending on the nature of the manufacturing technology and the quality of its process control.
Close tolerance parts are generally selected from the ‘as-fired’ batch, and reflect this in their higher price. It is possible to reduce the value of a capacitor by drilling into the structure whilst measuring its value, and then filling the pit produced with a protective glass, but this is both expensive and of uncertain reliability.
Which ‘selection tolerances’ are appropriate will depend on the dielectric type and its inherent stability: NPO parts are available down to ±1% and X7R types to ±5%. Note however that, for low value capacitors, measurement uncertainties generally restrict the best available accuracy to ±0.25pF.
To the casual observer, there appears little difference between a chip resistor and a chip capacitor, especially if the parts are really tiny. How would you explain the essential differences from a materials point of view (that is, as distinct from the circuit function)?
Explain to your purchasing manager why it is that close-tolerance chip capacitors are much more expensive (relative to loose-tolerance parts) than close-tolerance chip resistors.
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Author: Martin Tarr
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