Whatever your own exact “status” and involvement may be in the world of electronics, it won’t be long until you come across a capacitor or two. These components may be tiny, but they really are more-or-less everywhere.
As you will probably already know if you are engaged in electronics design at some level, a capacitor is a passive device that stores electrical energy in an electric field. It consists of (usually) two conductive plates, separated by an insulator (commonly referred to as a “dielectric”).
The functionality of a capacitor has been likened to that of a small, fast-recharging battery that doesn’t produce energy but does hold and release it quickly. Engineers therefore routinely turn to capacitors when they require a component that will help smooth out voltage fluctuations, filter signals, or block DC while passing AC.
When it comes to “real-world” designs, capacitors don’t tend to be used on their own very often. In a given circuit, it is much more typical for a combination of capacitors to be used, whether in a series or parallel configuration, or a mix of these two arrangement types.
Such combinations of capacitors are often necessary to achieve the exact total capacitance a given application calls for.
You might, for example, realise that the project you’re working on requires better energy storage or smoothing – in which case, you may opt to connect capacitors in parallel to boost overall capacitance. Alternatively, you might plump for a series arrangement of capacitors to handle higher voltages while reducing the effective capacitance.
The rules about these two types of capacitor configuration are simple. However, you might easily get them confused if you depend on memory alone.
So, here’s a “cut-out-and-keep” summary:
We’ve given you the pertinent formulas above, so you might understandably ponder this question. There’s nothing really “wrong” with the manual approach to such calculations, except that trying to figure out the numbers this way all the time can be time-consuming and tedious, in addition to presenting a potentially high risk of human error.
Making a mistake with “by-hand” calculations can be particularly likely in cases where different units – such as microfarads (µF), nanofarads (nF), and/or picofarads (pF) – are involved. You might, for example, occasionally mistake µF for nF at first glance.
To ensure quick, accurate, and virtually effortless capacitor calculations – especially in complex circuit designs – it can be a great idea to have a reputable online capacitor calculator bookmarked.
Fortunately, it isn’t difficult to find a great capacitor calculator online. The website of the electrical component supplier RS, for instance, offers a comprehensive parallel and series capacitor calculator.
The process of using this free tool is straightforward:
If you have a relatively complicated circuit with a mix of parallel and series capacitor arrangements, you can break these down in stages to help simplify the calculation process, step by step.
Fortunately, in today’s electronics design field, you don’t have to constantly scribble down those essential capacitance calculations on paper. Nor are fiddly and error-prone spreadsheets the only alternative “digital” approach to figuring out capacitance across your circuit.
That’s because online capacitor calculators are available from all manner of trusted sources, such as RS. These tools can greatly help you to save time and minimise mistakes. As a result, they can also free you up to concentrate on the creative and innovative aspects of your project.
Alexia is the author at Research Snipers covering all technology news including Google, Apple, Android, Xiaomi, Huawei, Samsung News, and More.
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