How To Increase Organic Traffic For Your Internet Site In Ten Methods

The supramolecular self-encapsulation style provides an helpful tactic to construct ultrastable LCPs for optoelectronic applications. There we have it, just some suggestions on how you can obtain your nearby Search engine optimization agency effectively. At Xigen we’re often delighted to answer any of your queries on these subjects and any others. Be certain to query all the companies you are interested in, including us, just so you are positive you’re functioning with professionals. The appropriate way to do it is to adhere to the webmaster’s guidelines, if not they could finish up damaging your enterprise instead of assisting it.
SEOHERO Organic SEO Consultants ='float:left;margin-right:10px;' src="data:image/jpeg;base64,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" width="302px" alt="what is organic and inorganic seo"/>
The perovskite utilized in the first productive PSC was MAPbI3 (Kojima et al., 2009). Since then, the method of incorporating dopants or completely replacing MA+ has been identified to stabilize perovskites . The common formula of perovskite can be expressed as ABX3, wherein A is a cation (e.g., organic ammonium or other dopants), B is Pb2+, and X is a halogen anion. The Goldschmidt tolerance issue, determined by radii of A, B, and X, is an empirical index used to predict perovskites' structural stability (Li et al., 2016).

Photovoltaic Limitations Of Bodipy:fullerene Based Bulk Heterojunction Solar Cells


3 triple bond-conjugated naphthalene diimide copolymers, poly (PNDIR1-R2), have been synthesized by way of Sonogashira coupling polymerization with varying alkyl side chains at the nitrogen atoms of the imide ring and two,5-positions of the 1,four-diethynylbenzene moiety. Contemplating their identical polymer backbone structures, the side chains were discovered to have a strong influence on the surface morphology/nanostructure, hence playing a important function in charge-transporting properties of the 3 NDI-based copolymers. The enhanced charge mobility in the P(NDIOD-HO) layers is attributed to the well-aligned nano-fiber-like surface morphology and hugely ordered packing structure with a dominant edge-on orientation, thus enabling efficient in-plane charge transport. Our results on the molecular structure-charge transport home partnership in these materials may perhaps supply an insight into novel style of n-variety conjugated polymers for applications in the organic electronics of the future.

CG Life Acquires Colorado-Based Digital Marketing Agency The Market Element - Business Wire

CG Life Acquires Colorado-Based Digital Marketing Agency The Market Element.

Posted: Thu, 09 Jan 2020 08:00:00 GMT [source]


The unique benefits are attributed to optimistic charge make-up in the close to surface area from implanted monatomic Ar+ ions. Charge buildup repels the tiny, mobile optimistic Li ions in the surface additional into the bulk resulting in an underestimation in surface quantification. Repulsive bulk migration also accounts for the raise in Li concentration at the interface with the Si substrate. The light ions are unable to penetrate into the Si metal and native oxide and rather accumulate at the interface.

> 10% Efficiency Polymer: Fullerene Solar Cells With Polyacetylene


This phenomenon can be attributed to light- or field-induced ion migration, interfacial charge accumulation, etc., which is the proof of MAPbI3's instability. After you have began finding reviews in from a trusted supply and you have added the relevant schema markup code to your internet site, you have completed the basics to acquiring those organic star ratings. Each of the web-sites talked about above use a review web-site that is trusted by Google to have legitimate reviews from genuine prospects and clients. These overview web-sites and the businesses who use them, have to employ certain procedures in acquiring evaluations off their prospects which provides Google self-confidence that the testimonials are genuine and no gaming of the method requires spot. Let’s just appear at the results under, there are two legal firms who have organic star ratings.

There are various components which will need to be taken into consideration, for example realizing what your competition is carrying out, figuring how it is functioning for them and how to do it greater for you. Keyword study is simply the function you do to discover out what your very best keywords or phrases are. Keywords and phrases are a great tool for organic Search engine optimisation but just before you make a decision on which to use, you’re going to need to do your homework.

This accounts for a 360-degree view on your Search engine optimization functionality and can be further used to measure the results of future Search engine marketing campaigns. It is suggested that any digital marketer utilize these tools since they are systems Google has created to support men and women improved appeal to their search engine algorithm and thus provide the optimum chance of escalating your Search engine optimization. Your business will obtain a monumental competitive edge if Google search outcomes favour your website above your competitors. Digital marketers have to have to understand their company will in no way be successful if they do not focus on search engine optimisation , particularly when ninety-3 % of on the internet experiences start with a search engine . Recent advances in depth profiling of organic components are primarily based on sputtering with massive Arn+ ion clusters consisting of hundreds or even thousands of Ar atoms. Unlike monatomic ions, substantial cluster ions do not penetrate deeply into the material thus the energy of the impact is deposited within the very first handful of nanometers of the surface.
  • We will look at all of this data and report back on the most effective course of action using our experience.
  • A fantastic way to increase the content material on your web-site is to repurpose and republish old content that has become stale or been superseded by new concepts.
  • In addition to Google, there are also other search engines, such as Bing and Yahoo, but Google is absolutely the market place leader and generates 90.three% of all search queries in the UK and 92.five% of all search queries worldwide .
  • IONOS is supporting restaurants, the arts and tiny firms with individual support, how-to guides and delivers all through lockdown.

A surface-passivating additive provokes the formation of a moisture barrier or passivates defects on a photoactive perovskite's surface. Both the crystallization-advertising and surface-passivating additives could induce a two-dimensional perovskite these kinds of additives were defined according to the 2D perovskite's function of crystallization-advertising or surface-passivating. An ion-regenerating additive regenerates perovskite ions consumed right after PSC operation.
Back to posts
This post has no comments - be the first one!

UNDER MAINTENANCE

Pair of Vintage Old School Fru