Random Data Analysis and Measurement Procedures
By J S Bendat and A G Piersol. 2000
616 citations recorded by the source corpus.
Subfields: Civil and Structural Engineering, Electrical and Electronic Engineering
View Paper: https://www.semanticscholar.org/paper/c21192e71436fc70c44265606301fdbb4a58d35a
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Civil and Structural Engineering
- R. Ferrari
- E. Rizzi
- Fabio Pioldi
- N-J. Jacobsen
- R. Brincker
- Palle Andersen
- Bernhard Wieneke
- A. Sciacchitano
In Electrical and Electronic Engineering
- R. Brincker
- N-J. Jacobsen
- Juan G. Santiago
- Bernhard Wieneke
- A. Sciacchitano
- L. Amati
- R. Ferrari
- M. Della Valle
Citations in the corpus
- Output-only modal dynamic identification of frames by a refined FDD algorithm at seismic input and high damping (2016, methodology): “12) can be calculated numerically, for a finite signal length, with the following estimator [33]:”
- Particle imaging techniques for microfabricated fluidic systems (2003, background): “The diffusive uncertainty decreases as 1/ N, where N is the total number of particles in the average (Bendat and Piersol 1986).”
- Measuring the cosmological parameters with the Ep,i–Eiso correlation of gamma-ray bursts (2008, result): “The results are fully consistent with previous ones and satisfy the expectation that √ mm′ = rxy, where rxy is the Pearson’s weighted linear-correlation coefficient (e.g., Bevington 1969, Bendat & Piersol 2000).”
- PIV uncertainty propagation (2016, background): “…function F of N measured variables xi, with i = 1, 2, …, N. ( )= …y F x x x, , , N1 2 (1) Assuming that each variable xi has a standard deviation σxi, and given sufficient linearity of F, the variance of y can be approximated by the variance-covariance matrix of F (Bendat and Piersol 2010): Meas.”
- Automated Frequency Domain Decomposition for Operational Modal Analysis (2007, methodology): “Further, the distribution of a harmonic is different from Gaussian since it has two distinctive peaks where the distribution goes to infinity, see Bendat and Piersol [1], see Figure 3.”
- Simultaneous measurement and inversion of surface wave dispersion and attenuation curves (2002, background): “The dynamic signal analyzer calculates the transfer function in such a way that uncorrelated output noise is eliminated [32].”