Category Archives: electrical engineering

Energy diversity

Probably most people never give a thought to where the power comes from to switch on the light or their TV.  Engineers are primarily responsible for ensuring that the right number of power stations are available to supply exactly the right amount of electricity to match demand.  If supply exceeds demand then energy needs to stored, for instance at the Dinorwig storage scheme [ http://www.fhc.co.uk/dinorwig.htm ]; however if demand exceeds supply then someone’s lights will dim or go out until an additional power station can be switched on or the output increased from one that is running.  The latter is a relatively quick process but switching on a power station takes longer than half time in a televised football match when everyone switches on the kettle or makes some toast.

You can see how national demand in the UK varies in real-time at the National Grid website [ http://www.nationalgrid.com/uk/Electricity/Data/Realtime/Demand/demand24.htm ].  There is a similar “national electricity meter”  for Spain  [ https://demanda.ree.es/demandaEng.html ], which also shows the blend of energy sources being used.

Blending sources such as fossil fuels, hydro, nuclear, solar, tidal and wind is the key to a cost-effective sustainable energy supply with the diversity to adapt to unexpected circumstances.

Noise transfer

This is not the author's house!

This is not the author’s house!

We are privileged to have magnificent views of the river and mountains beyond from our city centre house.  However, the house was built before the motor car was invented when the loudest event outside might have been rowdy party-goers heading for home.  We still have some party-goers walking home under our bedroom window at night but most of them travel by noisy taxis.  I look forward to when the price of fossil fuels, or legislation will force taxis to become electric-powered.  In the meantime, we have been designing secondary glazing that will offer a high resistance to noise transmission and be in keeping with the early 19th century windows.  Noise is a form of energy transfer by vibrations, acoustic energy would be an alternative term for it, and so the combined resistance of the outside wall of my bedroom can be calculated using Kirchhoff’s law, as discussed for heat transfer in my last post [Born in a barn, 20th March, 2013].  In this case, the thin and badly-fitting but antique glass is the dominant component of both the heat and noise resistance.  We were happy to deal with the poor resistance to heat transfer by using plenty of bedclothes, i.e. adding a large resistance in series, but the same approach does not work with noise because earplugs are uncomfortable, fall out in your sleep and have a low resistance at the frequency of taxi-generated noise.  So, the solution is secondary glazing and the best performance is achieved using an acoustic laminate consisting of a polymer sandwiched between two sheets of glass which should be different thickness to avoid resonant effects.  Of course this will also improve the resistance to heat transfer which will be advantageous in winter, but perhaps not in summer…

Born in a barn

108-0858_IMGIn my previous post [Traffic hold-ups, 13th March 2013] the application of Kirchhoff’s Law to the flow of electrons, water and traffic was discussed.  In this context, electrical current or electrons were conceived as flowing.  Instead, electrical current can be considered as electrical energy being transferred across a potential difference, or voltage.  When this terminology is used, then it is only a short step to extend the use of Kirchhoff’s law to consider the combined effect of multiple resistance to other forms of energy transfer, such as heat transfer.  Heat transfer occurs across a temperature difference, from hot to cold, and some materials offer more resistance than others, e.g. wood compared to glass.  Kirchhoff’s law can be used to calculate the total resistance to heat transfer of complex structure such as a house wall that some components in series, e.g. layers of brick, insulation and plasterboard, and some in parallel, e.g. doors and windows.  This information is important in designing a house to achieve minimum energy consumption and to specify the heating and cooling systems required.  Note that the inverse form of Kirchhoff’s Law means that the low resistance to heat transfer of a door or window dominates the heat transfer characteristics of a well-insulated structure.  Of course, the extreme case is when you leave the door open and on a cold day someone shouts at you: ‘Were you born in a barn?’.