Table 3 Cumulative greenhouse gas emissions (GHG; see Supplemental methods S1 for how Amstrup and Bitz21 derived these data) estimated to result in a 10% increase recruitment failure (RF) and the year in which that threshold is projected to be crossed for polar bears in the Chukchi Sea (CS) and Southern Beaufort Sea (SBS) subpopulations based on combinations of two different values of sea ice concentration (SIC) used to define sea ice extent (i.e., < 15% or < 30% sea ice concentration), two different definitions of the threshold used to define an ice-free day (IFD; i.e., < 15% or < 30% of 10-year March average sea ice concentration), and two delineations of the subpopulation boundaries (i.e., that used by Amstrup and Bitz21 and by Rode et al.23) for both linear and logistic curves fit to the relationship between RF and GHG described in Molnár et al.16. The scenarios included in Amstrup and Bitz21 is depicted in bold. Subpopulation boundaries as defined by Amstrup and Bitz21 are identified as “AmBi” and boundaries defined by Rode et al.23 are identified as “Rode”.

From: Model sensitivity limits attribution of greenhouse gas emissions to polar bear demographic rates

Subpop

SIC

IFD

Boundary

Relationship between RF and GHG

Linear

Logistic

GHG

Year

GHG

Year

CS

30

30

AmBi

1,521

2015

1,609

2017

CS

30

15

AmBi

2,049

2029

2,145

2031

CS

15

30

AmBi

1,642

2017

1,727

2019

CS

15

15

AmBi

2,345

2036

2,456

2038

CS

30

30

Rode

1,752

2021

1,837

2023

CS

30

15

Rode

2,319

2035

2,429

2038

CS

15

30

Rode

1,906

2025

1,996

2027

CS

15

15

Rode

2,830

2047

2,966

2051

SBS

30

30

AmBi

1,684

2018

1,834

2023

SBS

30

15

AmBi

2,314

2035

2,479

2039

SBS

15

30

AmBi

2,367

2036

2,559

2041

SBS

15

15

AmBi

2,447

2038

2,609

2042

SBS

30

30

Rode

1,727

2019

1,848

2024

SBS

30

15

Rode

1,965

2027

2,079

2029

SBS

15

30

Rode

1,854

2024

1,967

2027

SBS

15

15

Rode

2,197

2032

2,316

2035