The phrase "atmospheric problem" is correct and usable in written English.
It can be used in contexts discussing issues related to the atmosphere, such as environmental science, meteorology, or climate change.
Example: "The researchers are investigating the atmospheric problem of increasing greenhouse gas emissions and their impact on global warming."
Alternatives: "environmental issue" or "climatic challenge".
Another serious atmospheric problem is fog, which sharply reduces a laser beam's strength.
Researchers said it was difficult to think of a cure for an atmospheric problem like the receding clouds.
Lifestyle may not be relevant to the case, but there is an atmospheric problem when it becomes a backdrop".
There are many important results achieved on the atmospheric problem.
Both models have been applied to a real case atmospheric problem: an investigation of the influence of a forest stand on the flow over a complex topography given by a surface coal field located in the North Bohemia.
On the other hand, increase of the use of fuel and gas causes atmospheric problems like air pollution and greenhouse effects.
Many interesting astrophysical and atmospheric problems involve flows near the hydrostatic equilibrium state where the pressure gradient is balanced by the gravitational force.
In this study, we focused on four metrics related to atmospheric problems in urban areas (nitrogen concentration [% N], isotope ratio of nitrogen [δ15N], index of atmospheric purity [IAP], and richness of hygrophilic life-forms [RHL]).
This paper builds on our previous work on variational multiscale stabilization (VMS) and discontinuity capturing (DC) (Marras et al. (2012) [7]) and shows the applicability of VMS+DC to realistic atmospheric problems that involve physics coupling with phase change in the simulation of 3D deep convection.
In addition to atmospheric problems caused by anthropogenic greenhouse-gas emissions, there is mounting interest in the resilience of marine organisms to ocean acidification and altered nutrient flows.
In the next section, we recall briefly some successful applications of the geometric optimal control techniques and the numerical continuation to trajectory problems, including orbital transfer problems and atmospheric reentry problems.
