Rapid Modeling of a Fast-Steering Mirror Assembly from Time Response Data

Author(s):  
Mahua Pal ◽  
Dhiman Biswas ◽  
Anusree Das ◽  
Kumardeb Banerjee ◽  
Bivas Dam
1944 ◽  
Vol 132 (867) ◽  
pp. 164-188 ◽  

The response of the bovine ovary to single subcutaneous injections of pregnant mares’ serum (P. M. S.) and horse pituitary extract has been studied both quantitatively and qualitatively. For the former both time-response and dose-response data were obtained, for the latter time-response data only. Quantitative changes were measured by the following ovarian indices: mean follicular diameter (M. D.); percentage of follicles M. D. ≥ 10 mm.; number of follicles M. D. ≥ 4 mm.; number of follicles M. D. ≥ 10 mm.; total follicular volume, and weight. Only the first two criteria were found to have more than a rough relationship with the duration and magnitude of the treatment given. The threshold dose of P. M. S. for quantitative effects was between 1000 and 2000 i. u. For higher doses the ovarian response was most pronounced, but there was evidence that the maximal rate of stimulation had been reached with doses of 3000-4000 i. u. For both gonadotrophins the stage of the oestrous cycle at which injections were given had no differentiating effect upon the quantitative response obtained. In particular, the total number of follicles stimulated to growth, an index that ranged widely, showed no correla­tion with this variable. Qualitative changes observed included multiple ovulation, anovulatory luteinization, the formation of abnormally small corpora lutea (P. M. S. only), and the occurrence of haemorrhagic follicles. An effect caused by horse pituitary injections only was the rupture of a single follicle within 1-2 days of treatment (‘shock’ effect). Ovulation following treatment with P. M. S. only occurred when the injection was given in the last, or follicular, phase of the oestrous cycle. With horse pituitary injections ovulation followed treatment given at all stages of the cycle. The differences in the biological properties of these two gonadotrophic preparations have been discussed in the light of the new evidence arising from this study.


2021 ◽  
Vol 0 (0) ◽  
Author(s):  
Samuel Weishaupt ◽  
Linus Feiten ◽  
Bernd Becker ◽  
Uwe Wagschal ◽  
Thomas Waldvogel ◽  
...  

Abstract When real-time response data from viewers of a televised debate is collected via the internet, the server timestamps of the received responses may not match the correct times of the debate. This paper addresses the question of how the data could be aligned in retrospect, using an algorithm that approximates the playout delay difference between each viewer’s TV signal. The validity is shown by successfully approximating distinctive delays for viewers with satellite or cable TV.


1971 ◽  
Vol 13 (6) ◽  
pp. 1027-1039 ◽  
Author(s):  
L. S. SHIEH ◽  
C. F. CHEN ◽  
C. J. HUANG

Author(s):  
Duarte Vale´rio ◽  
Jose´ Sa´ da Costa

This paper presents two sets of tuning rules for fractional PIDs that rely solely on the same plant time-response data used by the first Ziegler-Nichols tuning rule for (usual, integer) PIDs. Thus no model for the plant to control is needed; only an S-shaped step response is. These rules are quadratic and their results compare well with those obtained with rule-tuned integer PIDs.


1987 ◽  
Vol 14 (1) ◽  
pp. 7-18 ◽  
Author(s):  
J.-G. Béliveau

The comparison of measured dynamic characteristics or response of large structures with that of an appropriate finite element model with all its underlying assumptions often reveals discrepancies. This may be due to improperly determined parameters, such as interstory stiffness, mass of different stories, and the modulus of elasticity of the concrete, as well as the inadequacies of the model.The measured dynamic response generally occurs in one of three forms: time response, frequency response, and modal data. For time response data, either in free vibration or for a known input, parameters are estimated by proper adjustments to match more closely the measured motion. For steady-state frequency response, a sinusoidal load (or synchronized loads) is input mechanically and the response, both in amplitude and in phase, is measured for different frequencies of excitation. Damped resonant frequencies, the associated modal damping ratios, and the corresponding mode shapes are the measured quantities for modal data.The finite element models used for civil engineering structures often incorporate a large number of degrees of freedom. Measured response is sparse and usually limited to the lower frequency range. A procedure for estimating these parameters must be able to allow for the small amount of data and must utilize efficient numerical algorithms to determine the best parameters. Nonlinear least squares, within a Bayesian framework, is such a method. It can be applied to time-history data, steady-state response, and modal characteristics. This method is used to determine aerodynamic coefficients of a scale model of a suspension bridge deck from free response data in a wind tunnel, stiffness parameters from frequency measurements of a 5-story steel building frame loaded by mechanical exciters on the roof, and stiffness parameters from modal data of a 12-story reinforced concrete frame, as obtained from transient wind observation of lateral accelerations.


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