Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Agnit_Mukhopadhyay_062717_6 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | August 31, 2001 |
Start Time | | 2001/08/31 00:00 |
End Time | | 2001/09/01 02:00 |
Key Words | | CPCP |
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 | | 5.44 |
Dipole Tilt, in Y-Z GSE plane, deg | | -11.95 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 30 |
F10.7 | | 192.20000 |
Conductance Model | | TIEGCM |
Corotation | | real |
Run Number | | Agnit_Mukhopadhyay_062717_6 |
Minimum Dst Value | | -40 |
SW Source | | DSCOVR-realtime |
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-4 for time period of this run.
Choose variable to plot:
![](data: image/png;base64,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)
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