The Estimation of Bessel Type Low-Pass Active Filter Parameters with Charged System Search Algorithm

Year 2019, Volume: 3 Issue: 2, 67 - 75, 31.12.2019

Bahadır Hiçdurmaz , Fırat Ertaç Durak , Serdar Özyön

Abstract

Filter circuits are one of the significant elements of communication systems. These circuits are ones that provide the characteristic of decay at a demanded level or a delay at a demanded time in a defined frequency area. They are also accepted as selective devices that pass or block the values under or over a defined frequency and can be designed for many different purposes. In this study the design of a 10th degree Sallen-Key structure Bessel type low pass filter (SK-B-AGF) whose component selections and gain calculations take a long time with traditional methods, has been done.  And what the component values of the designed filter will be, has been optimized for continious values by using charged system search algorithm (CSS). In the case where constant values have been used, the total error has been minimized by accepting the component values as ideal and unlimited. The obtained optimum filter component values together with have been presented for each stage the quality factor (Q), the results have been evaluated.

Keywords

Active filters, Low-pass filters, Bessel type, Charged system search algorithm

The Estimation of Bessel Type Low-Pass Active Filter Parameters with Charged System Search Algorithm

Abstract

Filter circuits are one of the significant elements of
communication systems. These circuits are ones that provide the characteristic
of decay at a demanded level or a delay at a demanded time in a defined
frequency area. They are also accepted as selective devices that pass or block
the values under or over a defined frequency and can be designed for many
different purposes. In this study the design of a 10th degree Sallen-Key
structure Bessel type low pass filter (SK-B-AGF) whose component selections and
gain calculations take a long time with traditional methods, has been
done.  And what the component values of
the designed filter will be, has been optimized for continious values by using
charged system search algorithm (CSS). In the case where constant values have
been used, the total error has been minimized by accepting the component values
as ideal and unlimited. The obtained optimum filter component values together
with have been presented for each stage the quality factor (Q), the results
have been evaluated.

Keywords

Active filters, Low-pass filters, Bessel type, Charged system search algorithm

References

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