Correct option is D
Introduction
· Global Warming Potential (GWP) is a relative measure of how much heat a greenhouse gas (GHG) traps in the atmosphere compared to the same mass of Carbon Dioxide ($CO_2$).
· It is a key metric used in climate policy (like the Kyoto Protocol) to compare the climate impacts of different gases.
· The calculation of GWP is standardized by the Intergovernmental Panel on Climate Change (IPCC) and is usually calculated over a specific time horizon, commonly 100 years.
Information Booster
Global Warming Potential is determined by three primary factors: the spectral band of its absorbing wavelengths, which dictates how effectively the gas intercepts infrared radiation; its residence time in the atmosphere, which determines how long the gas remains active before being removed by sinks; and the concentration of the substance (D) or the radiative forcing per unit mass. The number of carbon molecules is not a direct determining factor, as many potent greenhouse gases like SF_6 (Sulfur hexafluoride) contain no carbon at all.
· Atmospheric Lifetime (Residence time) is crucial because a gas that stays in the atmosphere for centuries (like $CF_4$) will have a much higher long-term GWP than one that lasts only days.
· CO_2 is assigned a GWP value of 1, serving as the baseline for all other comparisons.
· Methane (CH_4) has a high radiative efficiency but a short lifetime, resulting in a GWP of approx. 28-36 over 100 years.
· Compounds like CFCs and HCFCs have high GWPs because they absorb radiation very strongly and persist in the atmosphere for decades.
Additional Information
· Spectral band: This refers to the specific parts of the electromagnetic spectrum the gas absorbs; if these overlap with other gases, the additional warming effect is diminished.
· Number of carbon molecules : This is an incorrect statement because chemical structure alone (specifically the count of Carbon) does not dictate warming; for instance, CH_4 (1 carbon) is more potent than CO_2 (1 carbon), and non-carbon gases like N_2O are even more powerful.
· Concentration: The current background concentration of a gas affects its marginal impact; adding a gas that is already abundant (like CO_2) has a different per-unit impact than adding a rare gas (like $SF_6$).
