A new time-independent formulation of fractional release
The fractional release factor (FRF) gives information on the amount of a halocarbon that is released at some point into the stratosphere from its source form to the inorganic form, which can harm the ozone layer through catalytic reactions. The quantity is of major importance because it directly aff...
Main Authors: | , , , |
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Format: | Article |
Language: | English |
Published: |
Copernicus Publications
2017-03-01
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Series: | Atmospheric Chemistry and Physics |
Online Access: | http://www.atmos-chem-phys.net/17/3785/2017/acp-17-3785-2017.pdf |
Summary: | The fractional release factor (FRF) gives information on the amount of a
halocarbon that is released at some point into the stratosphere from its
source form to the inorganic form, which can harm the ozone layer through
catalytic reactions. The quantity is of major importance because it directly
affects the calculation of the ozone depletion potential (ODP). In this
context time-independent values are needed which, in particular, should be
independent of the trends in the tropospheric mixing ratios (tropospheric
trends) of the respective halogenated trace gases. For a given atmospheric
situation, such FRF values would represent a molecular property.<br><br>We analysed the temporal evolution of FRF from ECHAM/MESSy Atmospheric
Chemistry (EMAC) model simulations for several halocarbons and nitrous oxide
between 1965 and 2011 on different mean age levels and found that the widely
used formulation of FRF yields highly time-dependent values. We show that
this is caused by the way that the tropospheric trend is handled in the
widely used calculation method of FRF.<br><br>Taking into account chemical loss in the calculation of stratospheric mixing
ratios reduces the time dependence in FRFs. Therefore we implemented a loss
term in the formulation of the FRF and applied the parameterization of a
<q>mean arrival time</q> to our data set.<br><br>We find that the time dependence in the FRF can almost be compensated for by
applying a new trend correction in the calculation of the FRF. We suggest
that this new method should be used to calculate time-independent FRFs, which
can then be used e.g. for the calculation of ODP. |
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ISSN: | 1680-7316 1680-7324 |