Javascript must be enabled to continue!
Study of short-term periodicities in the occurrence of Forbush decreases: Wavelet analysis
View through CrossRef
Abstract
We utilized the Forbush decreases (magnitude >1.5%) detected in cosmic ray neutron monitor data during continuous five solar cycles, viz., 20, 21, 22, 23 and 24 (1965 to 2019) and subjected them to wavelet analysis in order to obtain the possible periodicities in their occurrence. We also studied the periodicities separately during the odd and even solar activity cycles. In addition to solar activity, the solar magnetic polarity and its extension into the interplanetary space makes significant difference in the cosmic ray modulation in the helisphere, we have also applied the wavelet analysis procedure separately during positive (A > 0) and negative (A < 0) polarity states of the heliospheric magnetic fields. Observed periodicities in Forbush decreases have been discussed and compared with earlier detected periodicities in solar and geomagnetic activity indices, e.g., sunspot numbers, sunspot areas, sunspot groups, solar flares, coronal mass ejections, and various geomagnetic activity indices. Significant short-term periodic behaviour detected in the occurrence of Forbush decreases, which in general, corroborates the observed behaviour in solar (in particular, solar eruptive activity) and geomagnetic activity. Understanding the quasi-periodic process in magnetic field emergence from solar active regions and solar eruptive activity, as well as solar-terrestrial coupling and space weather effects, requires comparing the quasi-periodic behaviour between parameters representing solar and geomagnetic activity along with cosmic ray variability.
Title: Study of short-term periodicities in the occurrence of Forbush decreases: Wavelet analysis
Description:
Abstract
We utilized the Forbush decreases (magnitude >1.
5%) detected in cosmic ray neutron monitor data during continuous five solar cycles, viz.
, 20, 21, 22, 23 and 24 (1965 to 2019) and subjected them to wavelet analysis in order to obtain the possible periodicities in their occurrence.
We also studied the periodicities separately during the odd and even solar activity cycles.
In addition to solar activity, the solar magnetic polarity and its extension into the interplanetary space makes significant difference in the cosmic ray modulation in the helisphere, we have also applied the wavelet analysis procedure separately during positive (A > 0) and negative (A < 0) polarity states of the heliospheric magnetic fields.
Observed periodicities in Forbush decreases have been discussed and compared with earlier detected periodicities in solar and geomagnetic activity indices, e.
g.
, sunspot numbers, sunspot areas, sunspot groups, solar flares, coronal mass ejections, and various geomagnetic activity indices.
Significant short-term periodic behaviour detected in the occurrence of Forbush decreases, which in general, corroborates the observed behaviour in solar (in particular, solar eruptive activity) and geomagnetic activity.
Understanding the quasi-periodic process in magnetic field emergence from solar active regions and solar eruptive activity, as well as solar-terrestrial coupling and space weather effects, requires comparing the quasi-periodic behaviour between parameters representing solar and geomagnetic activity along with cosmic ray variability.
Related Results
Forbush Decrease Characteristics in a Magnetic Cloud
Forbush Decrease Characteristics in a Magnetic Cloud
AbstractBased on the new mechanism, the Forbush decrease characteristics are calculated for eight magnetic cloud types. It is shown that the Forbush decrease amplitude does not dep...
Performance Comparison of Hartley Transform with Hartley Wavelet and Hybrid Hartley Wavelet Transforms for Image Data Compression
Performance Comparison of Hartley Transform with Hartley Wavelet and Hybrid Hartley Wavelet Transforms for Image Data Compression
This paper proposes image compression using Hybrid Hartley wavelet transform. The paper compares the results of Hybrid Hartley wavelet transform with that of orthogonal Hartley tra...
Aplikasi Wavelet Untuk Penghilangan Derau Isyarat Elektrokardiograf
Aplikasi Wavelet Untuk Penghilangan Derau Isyarat Elektrokardiograf
Abstract. Wavelet Application For Denoising Electrocardiograph Signal. Wavelet has the advantage of the ability to do multi resolution analysis in which one of its applications is ...
Wavelet Theory: Applications of the Wavelet
Wavelet Theory: Applications of the Wavelet
In this Chapter, continuous Haar wavelet functions base and spline base have been discussed. Haar wavelet approximations are used for solving of differential equations (DEs). The n...
Sparsity‐enhanced wavelet deconvolution
Sparsity‐enhanced wavelet deconvolution
ABSTRACTWe propose a three‐step bandwidth enhancing wavelet deconvolution process, combining linear inverse filtering and non‐linear reflectivity construction based on a sparseness...
Zero Phase Seismic Sections
Zero Phase Seismic Sections
ABSTRACT
Digital shaping filters are designed for the purpose of maximizing the resolution in seismic data while minimizing the adverse affects that Inverse filte...
Optical wavelet matched filters
Optical wavelet matched filters
The wavelet transform decomposes a signal onto a set of basis wavelet functions that are dilated and shifted from the mother functions h(t), satisfying an admissible condition. Thi...
Wavelet Transforms and Multirate Filtering
Wavelet Transforms and Multirate Filtering
One of the most fascinating developments in the field of multirate signal processing has been the establishment of its link to the discrete wavelet transform. Indeed, it is precise...

