Table 8. Open in new tab Counts at 3.6 μ...

AB Mag

Completeness

ES1

Error

XMM-LSS

Error

ECDFS

Error

Mean

Error

Shark

galform

eagle

14.25

1.0

1.586

0.032

1.4

0.04

1.331

0.044

1.453

0.02

0.444

0.521

–

14.75

1.0

1.928

0.022

1.883

0.023

1.91

0.022

1.907

0.013

0.785

0.656

–

15.25

1.0

2.024

0.02

2.068

0.019

2.098

0.018

2.065

0.011

1.09

0.889

–

15.75

1.0

2.185

0.016

2.157

0.017

2.229

0.016

2.191

0.009

1.387

1.164

–

16.25

1.0

2.304

0.014

2.314

0.014

2.371

0.013

2.331

0.008

1.666

1.403

–

16.75

1.0

2.428

0.012

2.447

0.012

2.508

0.011

2.462

0.007

1.986

1.675

–

17.25

1.0

2.613

0.01

2.611

0.01

2.675

0.009

2.634

0.005

2.282

2.023

1.642

17.75

1.0

2.811

0.008

2.825

0.008

2.857

0.008

2.831

0.004

2.576

2.337

2.318

18.25

1.0

3.088

0.006

3.089

0.006

3.111

0.006

3.096

0.003

2.878

2.658

2.853

18.75

1.0

3.427

0.004

3.42

0.004

3.425

0.004

3.424

0.002

3.170

3.018

3.320

19.25

0.98

3.736

0.003

3.734

0.003

3.731

0.003

3.733

0.002

3.448

3.332

3.668

19.75

0.96

3.973

0.002

3.966

0.002

3.969

0.002

3.97

0.001

3.699

3.613

3.915

20.25

0.95

4.132

0.002

4.13

0.002

4.132

0.002

4.131

0.001

3.917

3.846

4.111

20.75

0.94

4.24

0.002

4.241

0.002

4.242

0.002

4.241

0.001

4.086

4.058

4.238

21.25

0.91

4.342

0.008

4.344

0.008

4.345

0.008

4.344

0.008

4.216

4.237

4.338

21.75

0.87

4.433

0.008

4.429

0.008

4.435

0.008

4.432

0.008

4.323

4.404

4.417

22.25

0.83

4.522

0.009

4.529

0.009

4.523

0.009

4.525

0.009

4.422

4.562

4.494

22.75

0.76

4.652

0.010

4.650

0.010

4.646

0.010

4.649

0.009

4.524

4.701

4.580

Table 8.

Open in new tab

Counts at 3.6 μm and their uncertainties for the three DeepDrill fields, the mean, and those from the simulations.

AB Mag	Completeness	ES1	Error	XMM-LSS	Error	ECDFS	Error	Mean	Error	Shark	galform	eagle
14.25	1.0	1.586	0.032	1.4	0.04	1.331	0.044	1.453	0.02	0.444	0.521	–
14.75	1.0	1.928	0.022	1.883	0.023	1.91	0.022	1.907	0.013	0.785	0.656	–
15.25	1.0	2.024	0.02	2.068	0.019	2.098	0.018	2.065	0.011	1.09	0.889	–
15.75	1.0	2.185	0.016	2.157	0.017	2.229	0.016	2.191	0.009	1.387	1.164	–
16.25	1.0	2.304	0.014	2.314	0.014	2.371	0.013	2.331	0.008	1.666	1.403	–
16.75	1.0	2.428	0.012	2.447	0.012	2.508	0.011	2.462	0.007	1.986	1.675	–
17.25	1.0	2.613	0.01	2.611	0.01	2.675	0.009	2.634	0.005	2.282	2.023	1.642
17.75	1.0	2.811	0.008	2.825	0.008	2.857	0.008	2.831	0.004	2.576	2.337	2.318
18.25	1.0	3.088	0.006	3.089	0.006	3.111	0.006	3.096	0.003	2.878	2.658	2.853
18.75	1.0	3.427	0.004	3.42	0.004	3.425	0.004	3.424	0.002	3.170	3.018	3.320
19.25	0.98	3.736	0.003	3.734	0.003	3.731	0.003	3.733	0.002	3.448	3.332	3.668
19.75	0.96	3.973	0.002	3.966	0.002	3.969	0.002	3.97	0.001	3.699	3.613	3.915
20.25	0.95	4.132	0.002	4.13	0.002	4.132	0.002	4.131	0.001	3.917	3.846	4.111
20.75	0.94	4.24	0.002	4.241	0.002	4.242	0.002	4.241	0.001	4.086	4.058	4.238
21.25	0.91	4.342	0.008	4.344	0.008	4.345	0.008	4.344	0.008	4.216	4.237	4.338
21.75	0.87	4.433	0.008	4.429	0.008	4.435	0.008	4.432	0.008	4.323	4.404	4.417
22.25	0.83	4.522	0.009	4.529	0.009	4.523	0.009	4.525	0.009	4.422	4.562	4.494
22.75	0.76	4.652	0.010	4.650	0.010	4.646	0.010	4.649	0.009	4.524	4.701	4.580

AB Mag	Completeness	ES1	Error	XMM-LSS	Error	ECDFS	Error	Mean	Error	Shark	galform	eagle
14.25	1.0	1.586	0.032	1.4	0.04	1.331	0.044	1.453	0.02	0.444	0.521	–
14.75	1.0	1.928	0.022	1.883	0.023	1.91	0.022	1.907	0.013	0.785	0.656	–
15.25	1.0	2.024	0.02	2.068	0.019	2.098	0.018	2.065	0.011	1.09	0.889	–
15.75	1.0	2.185	0.016	2.157	0.017	2.229	0.016	2.191	0.009	1.387	1.164	–
16.25	1.0	2.304	0.014	2.314	0.014	2.371	0.013	2.331	0.008	1.666	1.403	–
16.75	1.0	2.428	0.012	2.447	0.012	2.508	0.011	2.462	0.007	1.986	1.675	–
17.25	1.0	2.613	0.01	2.611	0.01	2.675	0.009	2.634	0.005	2.282	2.023	1.642
17.75	1.0	2.811	0.008	2.825	0.008	2.857	0.008	2.831	0.004	2.576	2.337	2.318
18.25	1.0	3.088	0.006	3.089	0.006	3.111	0.006	3.096	0.003	2.878	2.658	2.853
18.75	1.0	3.427	0.004	3.42	0.004	3.425	0.004	3.424	0.002	3.170	3.018	3.320
19.25	0.98	3.736	0.003	3.734	0.003	3.731	0.003	3.733	0.002	3.448	3.332	3.668
19.75	0.96	3.973	0.002	3.966	0.002	3.969	0.002	3.97	0.001	3.699	3.613	3.915
20.25	0.95	4.132	0.002	4.13	0.002	4.132	0.002	4.131	0.001	3.917	3.846	4.111
20.75	0.94	4.24	0.002	4.241	0.002	4.242	0.002	4.241	0.001	4.086	4.058	4.238
21.25	0.91	4.342	0.008	4.344	0.008	4.345	0.008	4.344	0.008	4.216	4.237	4.338
21.75	0.87	4.433	0.008	4.429	0.008	4.435	0.008	4.432	0.008	4.323	4.404	4.417
22.25	0.83	4.522	0.009	4.529	0.009	4.523	0.009	4.525	0.009	4.422	4.562	4.494
22.75	0.76	4.652	0.010	4.650	0.010	4.646	0.010	4.649	0.009	4.524	4.701	4.580

Note. Counts and errors are expressed as log₁₀(N), where N is the count per square degree per magnitude. The errors are based on Poisson statistics, combined with the uncertainty in the completeness estimates (which dominate at fainter magnitudes).

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