一个老牌的气候类SCI期刊:Theoretical and Applied Climatology Theoretical and Applied Climatology期刊,属于Earth Sciences Geography下的 Atmospheric Sciences 类 Climatology小类 ,期刊编号为704,ISSN: 0177 798X (print version); ISSN: 1434-4483 (electronic version)。 该期刊创刊于1949年,由德国位于汉 堡的Max Planck气象所主办,目前主编为H. Graßl, Hamburg博士。 期刊 的范围包括气候模拟、气候变化、 气候预测、微气候学、应用气候、生物气候、建筑气候学等方面的基础和应用研究。(climate modeling, climatic changes and climate forecasting, micro- to mesoclimate, applied meteorology as in agro- and forestmeteorology, biometeorology, building meteorology and atmospheric radiation problems as they relate to the biosphere; effects of anthropogenic and natural aerosols or gaseous trace constituents; hardware and software elements of meteorological measurements, including techniques of remote sensing, among other topics of current interest.) 期刊的影响因子在稳定中上升,2005年之后一直在1.5以上,2015年突破了2,达到了2.015。 在该期刊,本人发表过2篇文章,总体感觉编辑部效率很高,尤其是主编 H. Graßl, Hamburg博士非常负责,也很及时。该期刊比较偏好与长时间尺度的气候变化、气候模拟、统计气候学等内容,数据和方法合格的,一般还是很容易中的。 我的两篇文章: J. Yao, Y. Chen. Trend analysis of temperature and precipitation in the Syr Darya Basin in Central Asia,Theoretical and Applied Climatology, 2014,DOI:10.1007/s00704-014-1187-y J. Yao, Y. Chen, Q. Yang. Spatial and temporal variability of water vapor pressure in the arid region of northwest China, during 1961-2011, Theoretical and Applied Climatology, 2015, DOI:10.1007/s00704-015-1373-6
Corrigenda about article: The dynamics of ecosystem restoration: theoretical considerations on the basis of species richness, Plant Ecology , 2010, 209: 205-217. The article deals with ecosystem restoration and dynamics. In the text of the article, the integrated approaches used to evaluate ecosystem restoration and dynamical analysis provides a new understanding of ecosystem restoration. I ever studied the problem for several years. However, I found that therewere some errors in equations in the article when I exchanged with Dr. Michael Frank, Courtney Sherwood, and Lauren Tirado. Thus, I upload the corrigenda to ScienceNet. ScienceNet is a good platform on which much information including the correction about article can be searched by Google and other tools. Using the form, colleaguesin the fieldin the world can use the corrigenda to precisely understand the approaches in the article when reading the article. 1) Unite of equation (8) should be s 2 .y -2 as figure 3. 2) Ds/dt should be distributed in equation (12) and (13) and then, add “Because F= F1+ F2+ F3,ds/dt in value in equation (13) can be canceled out (but keep unites) forconvenience ofmathematical analysis.” before “Comparing Eq. 13 and 4, we get”. Thus, the two equations change into: $\Psi $=dv/dt=d 2 s/dt 2 = ( rp/as m +2rs/as m 2 +Nu ) ds/dt-(2r/as m +2rps/as m 2 )ds/dt-b*ds/dt (12) F= (rp/as m +2rs/as m 2 +Nu)s*ds/dt-bs*ds/dt-(2r/as m +2rps/as m 2 )s*ds/dt (13) 3) Equation 20 and 21contain mistakes when ds/dt equals zero deriving from 18 and 19, wich can not be recovered to 18 and 19.The two equations should be: p= /(rrs m -rs 2 ) (20) b= /ass m 2 (21) 4) Equation 13, 14, 15, 16, 17 showed the unite s 2 .y -2 as figure 3 because we used these unites, r: s.y -1 ; p, Nu and a: no unite; s m : s; s: s; b: y -1 ; ds/dt: s.y -1 .