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https://europepmc.org/article/ppr/ppr799501

*Authors*
Bodai T ,
Lembo V ,
Aneesh S ,
Lee S ,
Ishuzu M ,
Franz MO

Preprint from Research Square, *01 Feb 2024*
https://doi.org/10.21203/rs.3.rs-3302963/v3
*Abstract*
There is a palpable shift in mainstream attitude towards geoengineering
technologies, seen now as potential parts of a climate policy mix. Still,
concerning solar radiation management (SRM) in particular, because of the
known and unknown undesirable side-effects of various engineering
implementations of theirs, it is important to know what is the minimal
intervention that can achieve a certain goal. Such questions lead
mathematically to inverse problems. Solving them is feasible only with
lightweight models of the climate system, various types of which are
nowadays often referred to as emulators – some more accurate than others.
Here we develop an emulator using linear and nonlinear response theory and
apply it to the minimal SRM problem concerning the Paris 2015 climate
agreement, say, with the aim of constraining the global mean surface
temperature below a certain limit. Our results suggest that SRM
geoengineering, most commonly envisaged as sulfate aerosol injection, will
likely have to be part of our climate policy mix, because realistic CO2
abatement effort to come alone cannot restrict global temperatures below
the coveted 1.5 ◦C change or below even higher levels of change. Minimal
sulfate use for the 1.5 ◦C limit is very likely to dictate immediate and
rather abrupt deployment. However, SRM would be no use to achieve such a
goal if the geoengineeringfree “asymptotic” temperature is not below the
target limit, as it would then need – in the absence of CDR – maintaining
SRM “indefinitely”. The latter could be the case even if the temperature
response to an anthropogenic CO2 emission pulse is nonmonotonic, and it
would be certainly the case if it is monotonic. We show that the model that
we use is near the boundary in parameter space between monotonic and
nonmonotoninc temperature responses. In the unfortunate case of
monotonicity concerning the real Earth system, the only use of SRM would be
“buying time” to develop CDR.

*Source: Europe PMC*

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