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Zeta Cassiopeiids (ZCS-444)

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Presentation on theme: "Zeta Cassiopeiids (ZCS-444)"— Presentation transcript:

1 Zeta Cassiopeiids (ZCS-444)
Analysis Method and Automation

2 IAU working list Observations / analysis must “strongly suggest” a shower Discoverer of probable new shower proposes a unique name to the Meteor Data Centre (MDC) Discoverer presents claim to IMO Accepted streams reported via paper (WGN) ESTABLISHED if subsequent research establishes validity

3 Things that concern my enquiring mind *
“Observations / analysis must “strongly suggest” a shower” How much evidence is sufficient to “strongly suggest”? Is there a minimum standard for this evidence? Is there criteria for acceptance ? “ESTABLISHED if subsequent research establishes validity” Who does this research and when? Are there standard tools for evaluation? It’s a long list (957 showers listed, only 112 established)! * Must get out more

4 An analysis by Paul Roggermans

5 Approach followed by Paul Roggermans
Approach based on orbital (dis)-similarity: Find candidates meteors Determine a representative “Master Orbit” Allocate observations to D criteria bands (using master orbit) Analyse Iterative calculation of median orbital elements for orbits below D threshold Filter by velocity and radiant position Uses DD, DSH and DH Analysis by criteria band

6 Candidate Zeta Cassiopeiids
Search entire EDMOND / SONOTACO / CAMS data for orbits similar to the ZCS reference orbit: Time interval: 97° < λʘ < 125° Radiant area: 350° < αg < 22° and +41° < δg < +60° Velocity: 51 km/s < vg < 62 km/s 3,149 candidate orbits selected

7 Determine the “reference orbit”
Initial value: Calculate median orbital elements of the 3149 candidate orbits Pass 1: Use median to calculate new D Criterion Calculate median orbit for all orbits with DD < 0.04 Pass 2: Use new median to recalculate D Criterion Re-calculate median orbit for all orbits with DD < 0.04

8 Discrimination Bands Characteristics are then plotted according to discrimination bands: DSH DD DH Low <= 0.25 <= 0.105 Medium-Low <= 0.20 <= 0.08 Medium High <= 0,15 <= 0.06 High <= 0.10 <= 0.04 Very high <= 0.05 <= 0.02

9 Calculation performed in excel
Many wide (massive) worksheets Lots of computed columns Iterative steps performed manually Laborious and high risk of mistakes

10 A New Approach SAS Analytical software is good at processing this sort of data CSV data can be imported easily Data can be manipulated / filtered: Sequentially (SAS DATA step) Using SQL query language (SAS PROC SQL statement) SAS Studio enables workflows to be created simply

11 SAS Studio Workflow

12 Workflow Part 1

13 Workflow Part 2

14 Outputs

15 Example DATA Step

16 Comments on the Analysis Approach
How to calculate median or mean angles? Add 360° (i.e mean of 355° and 10° becomes mean of 355° and 370°): Calculate on the basis of a resultant vector? Median of individual elements results solution that does not meet laws of celestial mechanics: T. J., Rudawska, R., & Pretka-Ziomek, H. (2006). Calculation of the mean orbit of a meteoroid stream. Monthly Notices of the Royal Astronomical Society, 371(3),

17 Comments on SAS vs R Comparable performance (but R has the edge)
Both are freely available (SAS University edition) Both import CSV easily - but there are still pitfalls Neither are exactly “mainstream” but SAS less so SAS has good graphics capability but R is better SAS makes lighter work of tabular data than R (once imported) SAS’s ability to combine sequential processing& SQL language is powerful SAS enables complex workflows to be built (simple steps / reusable elements) SAS supports sophisticated macro processing

18 But… You just got us all to love R and now you want to introduce us to another ****** language! Woolfram Mathematica…? anyone ?


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