Ads
related to: mat form field appearance fill freefill-pdf.pdffiller.com has been visited by 1M+ users in the past month
pdfguru.com has been visited by 1M+ users in the past month
Search results
Results From The WOW.Com Content Network
A microbial mat is a multi-layered sheet or biofilm of microbial colonies, composed of mainly bacteria and/or archaea. Microbial mats grow at interfaces between different types of material, mostly on submerged or moist surfaces, but a few survive in deserts. [1] A few are found as endosymbionts of animals.
Bacterial lawn is a term used by microbiologists to describe the appearance of bacterial colonies when all the individual colonies on a Petri dish or agar plate merge to form a field or mat of bacteria. Bacterial lawns find use in screens for antibiotic resistance and bacteriophage titering.
The image shows the location, in the Burgsvik beds of Sweden, where the texture was first identified as evidence of a microbial mat. [ 1 ] Microbially induced sedimentary structures (MISS) are primary sedimentary structures formed by the interaction of microbes with sediment and physical agents of erosion, deposition, and transportation.
Get AOL Mail for FREE! Manage your email like never before with travel, photo & document views. Personalize your inbox with themes & tabs. You've Got Mail!
A mat release (also called a matte release) is a type of advertorial article associated with public relations and advertising. [ 1 ] The mat release is a short, feature story designed to appear like a newspaper article but contains persuasive communication in promotion of a product or idea. [ 2 ]
Zoysia matrella (L.) Merr., commonly known as Manila grass, is a species of mat-forming, perennial grass native to temperate coastal southeastern Asia and northern Australasia, from southern Japan (Ryukyu Islands), Taiwan, and southern China (Guangdong, Hainan) south through Thailand, Indonesia, Malaysia and the Philippines to northern Australia (northeast Queensland), and west to the Cocos ...
In hydrodynamics, the free surface is defined mathematically by the free-surface condition, [11] that is, the material derivative on the pressure is zero: = In fluid dynamics , a free-surface vortex , also known as a potential vortex or whirlpool, forms in an irrotational flow, [ 12 ] for example when a bathtub is drained.
If the matter field is taken so as to describe the interaction of electromagnetic fields with the Dirac electron given by the four-component Dirac spinor field ψ, the current and charge densities have form: [2] = † = †, where α are the first three Dirac matrices. Using this, we can re-write Maxwell's equations as: