(2 days, 5 hours ago)
Commons ChamberI thank the right hon. Member for his intervention. As I discussed extensively during the Bill Committee, there is a misunderstanding here of exactly what the Bill is doing, so I fundamentally disagree with the point he makes, but I will go into more detail on it in my speech.
One of the first things one learns about as a budding metrologist is the concept of perfection. In his book “Exactly”, Simon Winchester writes of what he refers to as “the perfectionists”, detailing the evolution of the science of metrology through time and how precision engineering has been used to create the modern world that we inhabit. It is a great read, covering the history of my science in the popular mindset. However, I do not necessarily agree with Winchester in his core thesis; he talks about metrology as the science of perfection, whereas it is more accurate to think of it as the science of the good enough. I will elaborate on that shortly.
In the early days of a metrologist’s training, we learn that with more money and more time, a precision engineer can almost always achieve a more precise and accurate result, whether a straighter line, a smoother surface or a better piece of legislation, but that striving for true perfection—the absence of any fault—is always folly. Our resources are never infinite, and in the real world it is always more appropriate to strive for the good enough as opposed to the perfect. Good enough is the core of modern engineering and the fulcrum on which our world balances.
I am, as many colleagues will know, by trade a metrologist, but within the broader field, I am a surface metrologist. Surface metrology revolves around the measurement and characterisation of surfaces—surface texture and surface topography. I am the one who decides whether the leather steering wheel feels right. I am the one who ensures that car engines distribute and hold oil in all the right places to keep them running smoothly. I am the one who ensures that tyres keep us firmly planted on the road as we round corners.
Becoming a surface metrologist involves gaining an intimate acquaintance with the very concept of perfection. Always in engineering I hear people asking for a product to be made perfectly—for the angle of the corner of the table to be exactly 90° or for the surface of the microscope to be infinitely smooth. Let me put it on record that there is no such thing as perfection in reality.
Despite what everyone was thinking, I am not going to suggest that I am perfection, but as a mathematician, may I ask my hon. Friend to accept that the reason perfection is not achievable in that instance is to do with the infinite—the infinite amount of numbers between 1 and 1.1, for instance, or the infinite amount of numbers between 1.1 and 1.11?
Order. I accept that we have some experts in the Chamber, but I remind Members that speeches and interventions must relate to the business at hand and the amendments.
(2 months ago)
Commons Chamber(2 months ago)
Commons ChamberI am grateful to the right hon. Gentleman for his intervention, and I am happy to explain. Those particular forms of measurement are not in common use any more, but of course many right hon. and hon. Members of this House will have grown up with them. Broadly, the ones that are still in use are defined in the modern parlance, but it is important to remember that the modern metric system accounts for all of those heritage measurements. The common inch, for example, is formally defined as 25.4 mm, and while I apologise to Members across the House, it is important for me to let them know that the pint is formally defined as 568 ml. Those heritage measurements and, indeed, the entire imperial system are now referenced on to the metric system; defined very simply, the imperial system is the metric system. There is no reason why we should not use those historical measurements—where they are useful, they are perfectly valid—but they are formally defined with reference to the modern metric system. I will talk more about this shortly.
Metrology lies at the heart of everything we know, from telescopes to speed cameras and from knee replacements to jet engines. Every single thing made by human hand was designed first, constructed second and then checked by a metrologist to ensure it met its specifications—if we cannot know it, we cannot improve it. However, ensuring that parts meet their specifications is not simple, as each measurement, dimensional or otherwise, has an associated measurement uncertainty. That is a non-negative parameter characterising the dispersion of the quantity values being attributed to the thing being measured, based on the information used. Estimation of measurement uncertainty is a complex procedure—one that formed much of my career prior to coming to this place—and is usually performed in line with the “Guide to the expression of uncertainty in measurement”.
Uncertainty estimation is generally performed by making measurements that are traceable to the definition of the SI metre—when we are concerned with the metre. Again, the “Vocabulaire international de métrologie” defines traceability as a property of a measurement result whereby the result can be related to a reference through a documented, unbroken chain of calibrations, each contributing to the overall measurement uncertainty. Traceable measurements allow for the successful estimation of uncertainty and are generally a base requirement for the verification of manufactured goods. Traceability is considered by the international community to be the only means by which evidence can be provided towards a given product fulfilling the requirements set out by its designer.
To provide an example, let us consider a length measurement made between two faces of a manufactured part, such as a Rubik’s cube. Imagine that I am holding a Rubik’s cube—I could not possibly have brought a prop, Madam Deputy Speaker. The length between two faces could be measured by a calliper. That calliper would be calibrated using a measurement artifact, most commonly a metal cuboid called a gauge block. That gauge block would in turn be calibrated by a more accurate instrument, which itself is calibrated using a more accurate gauge block. That more accurate gauge block would then be calibrated with reference to an optical interferometer using a laser source. That laser source is finally calibrated against the iodine-stabilised laser that is used to realise the definition of the metre, so traceability is established from the shop floor measurement all the way up to the definition of the metre by an unbroken chain of calibrations.
It feels impertinent to intervene, because my hon. Friend is giving a hugely passionate speech about a subject he clearly knows so much about, but how can he can help the next generation of metrologists to be as inspired about this topic as he clearly is?
That is very kind, and I thank my hon. Friend very much for his intervention. If he wishes, I have a 97-slide lecture that I would be more than happy to deliver afterwards.