Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Hava_Turkakin_070323_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | April 23, 2023 |
Start Time | | 2023/04/23 00:00 |
End Time | | 2023/04/25 00:00 |
Key Words | | Apr23event |
Model | | LFM |
Model Version | | LTR-2_1_5 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | SM |
Dipole Tilt, in the X-Z Plane, at Start deg | | 10.61 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.18 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 0 |
F10.7 | | 97.10000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | Hava_Turkakin_070323_2 |
Minimum Dst Value | | -187 |
SW Source | | OMNI |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Model values plot for Cluster-2 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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