By Richard Leach
Working on the nano-scale calls for an knowing of the high-precision size concepts that make nanotechnology and complex production attainable. This new version of Fundamental rules of Engineering Nanometrology presents a highway map and toolkit for metrologists attractive with the rigor of size and information research on the nano-scale, from the basics of precision size, to various size and characterization suggestions. This booklet is a vital advisor for the rising nanomanufacturing and nanofabrication sectors, the place dimension and standardization standards are paramount either in product specification and caliber coverage.
Updated to hide new and rising applied sciences, and up to date advancements in criteria and regulatory frameworks, this moment variation comprises many new sections masking, for instance, new applied sciences in scanning probe and e-beam microscopy (including DLS, NTA), contemporary advancements in interferometry, and advances in co-ordinate metrology.
- Demystifies nanometrology for a large viewers of engineers, scientists, and scholars fascinated with nanotech and complicated production functions and research
- Introduces metrologists to the explicit concepts and kit thinking about measuring on the nano-scale or to nano-scale uncertainty
- Fully up-to-date to hide the most recent technological advancements, criteria, and regulations
Read Online or Download Fundamental Principles of Engineering Nanometrology, Second Edition PDF
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Additional resources for Fundamental Principles of Engineering Nanometrology, Second Edition
A thin foil heater is attached to the laser tube and connected to a square-root power amplifier. Two magnets are fixed onto the tube to provide the axial magnetic field. A polarising beam splitter is used, together with a photodetector and amplifier to detect the beat frequency. This error signal is fed to various stages of counters and amplifiers and then to the heater. The laser tube requires a period of approximately 10 min to reach the correct temperature corresponding to the required tube length for operation at frequency, ω0.
The central limit theorem is applied to characterise Y by a Gaussian distribution (or, in the case of finite effective degrees of freedom, by a scaled and shifted t-distribution), which is used as the basis of providing a coverage interval for Y. In the GUM uncertainty framework, the information about an input quantity Xi takes the form of an estimate xi, a standard uncertainty u(xi) associated with the estimate, and the degrees of freedom νi attached to the standard uncertainty. The estimate y of the output quantity is determined by evaluating the model for the estimates of the input quantity, that is y 5 f ðx1 ; .
8 The difference between accuracy and precision. The reference value may be the true value or a calibrated value, abscissa is the value of the measurand and the ordinate is the probability density of the measured values. 8 Accuracy, precision, resolution, error and uncertainty measure of accuracy associated with a measurement, the measurement uncertainty should be used. The VIM definition of accuracy is: closeness of agreement between a measured quantity value and a true quantity value of a measurand.