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Phosphoric acid

Phosphoric acid, a colorless, odorless, and corrosive liquid, is a key inorganic compound with a wide range of industrial and scientific applications.
It is commonly used in the production of fertilizers, detergents, food additives, and various chemicals.
Phosphoric acid plays a crucial role in biological processes, serving as a component of nucleic acids, phospholipids, and energy-storing compounds like ATP.
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Most cited protocols related to «Phosphoric acid»

The current study focuses on obtaining parameters of phosphates and phosphate derivatives (test molecules are shown in 1). Methyl and p-tolyl phosphate served as surrogates for the biologically important phosphoserine and phosphotyrosine residues, respectively. The diesters serve as model compounds for the phosphate groups in DNA and RNA. The parameters for all-atom simulations of the phosphoric acid esters were determined and refined using a thermodynamic cycle (2), sometimes called a “Pearson cycle”.16 Eight energy terms contribute : (1) the gas phase basicities; (2) the energy that arises (if needed) from changing units from standard concentration to the units of liquid state measurements; (3) and (4) are the polarization energies arising from changing the charge distribution (in the gas phase) to values used in the force field, which are aimed at being appropriate to the condensed phase17 –19 ; (5) and (6) are the solvation free energies that can be obtained from fixed charge free-energy simulations (we use thermodynamic integration here); (7) is the standard proton free energy of hydration; and (8) is the free energy calculated from the experimental pKa value. Details of how the various terms were estimated are given next.

The gas phase basicities of the model compounds were computed using the Gaussian03 software package.20 For each structure of the model compounds studied the optimal gas phase geometry was obtained using density functional theory (DFT) approximating the exchange-correlation energy functional with the hybrid functional (B3LYP) at an aug-cc-pVTZ basis set level. This pre-optimized structure was used as input geometry to compute gas phase basicities. Molecular energies were computed using Gaussian-3 (G3) theory.21 The general equation of basicity is given by ΔGBasicity=ΔG(G3)+GH+RTΔlnmn, namely the sum of the free energy difference for the acid and base, the proton free energy and a multiplicity term that stems from the indistinguishable microscopic protonation states possible when placing r protons at s possible sites of each test compound. Each number (n,m) can be computed from the binomial coefficient, i.e. n=s!(rs)!r!. The symbol “Δ” denotes the difference between the acid and its conjugate base. The proton free energy in the gas-phase is given by the sum of ideal enthalpy (52RT) including the pV term and the proton entropy S=26.02 kcal/mol K at 298 K, obtained from the Sackur-Tetrode equation,22 leading to a proton free energy GH+ = –6.28 kcal/mol.23 (link)

Gas-phase polarization energies (3) and (4) were obtained using Gaussian03 and a polarizable continuum solvent model, using B3LYP, the aug-cc-pVTZ basis set and an external dielectric of 78.4, representing aqueous solution. Standard additional parameters of ε = 1.78 for the fast-response dielectric constant of water and Rsolv = 1.385 Å for the probe radius have been used. The total energy of a compound was computed with the PCM term, additionally the energy was calculated without PCM but using the fixed orbital coefficients of the previous calculation. Comparing the second energy to the result of a pure vacuum calculation provides an estimate of the polarization energy a compound builds up when its charge density adapts to an aqueous environment. This procedure employs equation 2 of Ref.18 (link) instead of the tensorial approach described there, so polarization energies were calculated here as EPol.=ESCF[ρPCM]ESCF[ρgas] where ρPCM is the electron density obtained from a calculation including the PCM solvation model and ρgas is the gas phase electron density. ESCF is the total energy of the compound calculated for a given density but without using the PCM model. Since the second term in Eq. 1 is always more negative than the first (since ρgas is the minimum energy density), a polarization energy is a positive energy contribution. We believe this approach to be a more robust calculation than the procedure of Swope, Horn and Rice18 (link) for the case of these small highly symmetrical compounds, since multipoles higher than quadrupoles may be required for a good description of their electrostatic properties. We note that the RESP charges used in our study are not guaranteed to match the charge distribution from PCM calculations which may degrade the quality of the polarization energy estimates. However, only differences of polarization energies enter the thermodynamic cycle calculations and these differences are small compared to the solvation energies of ions under consideration here. For all of the systems in 3 and 4, with the exception of of the dianion of the phosphotyrosine model, the differences in polarization energies are less than 4.5 kcal/mol. Note that the polarization term for the p-tolyl phosphate is significantly higher than for the other compounds. This can be understood in terms of the high resonance stability an aromatic ring substituent provides to a phosphate anion, indicating that the charge distribution is easiest to shift and therefore polarization plays a larger role for this one compound. Using different estimates for this term, or even ignoring it entirely, would not lead to significant changes in the resulting target values. Still, the optimized Lennard-Jones parameters would change somewhat, since they are strongly affected by small changes in energy. We have repeated the analysis presented in 4, 3 and 4 below without a polarization correction in the target values and obtained radii changes that were consistently higher, by about 0.07 Å. Clearly, a representation of polarization effects is necessary for accurate results here.

Solvation free energies (5) and (6) were obtained from all-atom simulations using the AM-BER10 molecular modeling suite10 using thermodynamic integration,24 (link) as follows. For MD simulations, charges for each molecule were taken from RESP fitting calculations.12 (link) We term the parameter set with these charges and all other parameters (like van-der-Waals radii) taken from the AMBER ff99 set the ”standard parameter“ set. The test molecules were solvated in an octahedal box of approximately 750 TIP3P water molecules so that 12.0 Å distance or more lay between every solute atom and the simulation box boundary. The systems were heated to a temperature of 300 K over 5 ps and equilibrated for 1 ns. Bond lengths including hydrogen atoms were constrained using the SHAKE algorithm.25 The electrostatic potential was evaluated using the Particle mesh Ewald (PME) method.26 ,27 The cutoff between short- and long-range interactions was taken to be 9.0 Å. The length of the time step was 2 fs. Free energies were evaluated using thermodynamic integration with linear (trapezoidal) interpolation of the free energy curve between 9 λ-values (0.1, 0.2, ..., 0.9), with a total simulation length of 3 ns per window, collecting data from the last 2 ns only. The total free energy for each compound was computed from three consecutive TI transformation steps, first a removal of all partial charges in solution, then removal of solute-solvent vdW interactions followed by reintroducing all partial charges in vacuum. Such a breakdown of TI calculations into individual substeps is common and helps overcome simulation instabilities. Error estimation for the resulting TI solvation free energies was conducted as in previous work,28 (link) by computing the ∂V/∂λ-autocorrelation time τ to estimate the standard error of the mean from the standard deviation σ∂V/∂λ for each simulation window as σSEM = σ∂V/∂λ/√tsim/2τ and combining individual λ-window results via Gaussian error propagation.

Values in the range of –249.5 to –264.0 kcal/mol based on various theoretical and experimental data have been suggested for the hydration free energy of the proton, (7).29 –31 (link) Basically, relative solvation free energies of cations (and of anions) can be determined from experimental measurements, but the absolute scale of cation values relative to anions requires some extra-thermodynamic assumptions. The situation is further complicated by the fact that in real systems, the reversible work required to move an ion from solution to the gas phase includes a contribution from the “phase potential” associated with the vacuum liquid interface.31 (link) The thermodynamic integration calculations used here correspond to an “intrinsic” or “absolute” transfer, which is independent of any phase potential. The cycle in 2 can be consistent with this if an “intrinsic” value is chosen for energy (7). Here, we use the result from polarizable force field ion simulations of Grossfield et al.,30 (link) –252.5 kcal/mol. This result is within 0.5 kcal/mol of the consensus value determined by Tissandier et al. , –252 kcal/mol (based on an estimated phase potential contribution), and is close to the value of -250 kcal/mol used for the current AMBER parameterization for alkali halide anions.32 (link) Lamoureux and Roux31 (link) have carried out polarizable ion simulations similar in spirit to those of Grossfield et al., arriving at a value of –247 kcal/mol. With this reference, cations are less favorably solvated, by about 5 kcal/mol, than with our choice, and anions such as phosphates would have solvation free energies that are more negative by the same amount. This change would have an effect on the optimized radii that can be estimated from 4 below. Our choice of –252.5 kcal/mol for energy (7) has the advantage of being consistent with the way other parts of the AMBER force fields have been developed.

With this thermodynamic cycle, we generated a refined parameter set by changing the phosphate oxygen van der Waals radii. Other refinement schemes are possible as well, such as charge redistribution within the phosphate group and changes to the hydrogen and phosphorus van der Waals parameters. Several such approaches were studied in preliminary work but did not yield closed thermodynamic cycles for chemically reasonable parameter values (data not shown). We introduce three new AMBER atom types for our test molecules, for the different types of oxygen atoms in phosphate groups, ’OP’ for a deprotonated phosphate oxygen, ’OQ’ for a protonated phosphate oxygen (a P-OH group) and ’OR’ for a bridging oxygen (e.g. a P-O-Me group). The types correspond to the ’O2’, ’OH’ and ’OS’ types in the AMBER forcefield. The different oxygen radii are summarized in 1.
Publication 2012
In vitro profiling of the 300 member kinase panel was performed at Reaction Biology Corporation (www.reactionbiology.com, Malvern, PA) using the “HotSpot” assay platform. Briefly, specific kinase / substrate pairs along with required cofactors were prepared in reaction buffer; 20 mM Hepes pH 7.5, 10 mM MgCl2, 1 mM EGTA, 0.02% Brij35, 0.02 mg/ml BSA, 0.1 mM Na3VO4, 2 mM DTT, 1% DMSO (for specific details of individual kinase reaction components see Supplementary Table 2). Compounds were delivered into the reaction, followed ~ 20 minutes later by addition of a mixture of ATP (Sigma, St. Louis MO) and 33P ATP (Perkin Elmer, Waltham MA) to a final concentration of 10 μM. Reactions were carried out at room temperature for 120 min, followed by spotting of the reactions onto P81 ion exchange filter paper (Whatman Inc., Piscataway, NJ). Unbound phosphate was removed by extensive washing of filters in 0.75% phosphoric acid. After subtraction of background derived from control reactions containing inactive enzyme, kinase activity data was expressed as the percent remaining kinase activity in test samples compared to vehicle (dimethyl sulfoxide) reactions. IC50 values and curve fits were obtained using Prism (GraphPad Software). Kinome tree representations were prepared using Kinome Mapper (http://www.reactionbiology.com/apps/kinome/mapper/LaunchKinome.htm).
Publication 2011
Biological Assay Buffers CTSB protein, human Egtazic Acid Enzymes HEPES Ion Exchange Magnesium Chloride Phosphates Phosphoric Acids Phosphotransferases prisma Seizures Strains Sulfoxide, Dimethyl Trees
The remainder of the thawed urine sample was filtered through a 0.2 μm Nylon filter (Whatman GmbH, Dassel, Germany) into a 250 μL polypropylene crimp vial (Agilent Technologies). This filtered sample was analysed directly by anion-exchange HPLC/ICPMS. Additionally, a portion (90 μL) of the filtered sample was removed from the HPLC vial and 10 μL of H2O2 were added, to convert any trivalent- and thio-arsenicals to their pentavalent and/or oxygenated forms, and the mixture was allowed to stand for at least two hours at a temperature > 23°C before analysis by anion-exchange HPLC/ICPMS.
The anion-exchange HPLC conditions (identical for both non-oxidised and oxidised urine samples) were: PRP-X100 column (4.6 mm × 150 mm, 5 μm particles; Hamilton Company, Reno USA) at 40°C with a mobile phase of 20 mM aqueous phosphoric acid adjusted with aqueous ammonia to pH 6 at a flow rate of 1 mL min−1. Injection volume was 20 μL. A carbon source (1% CO2 in argon) was introduced directly to the plasma, as previously described for selenium,14 (link) to provide a 4-5-fold increase in sensitivity. The CO2 was introduced via the T-piece of the high matrix sample introduction kit and the optional gas was set to 0.17 L min−1. Under these chromatographic conditions, As(III) elutes near the void volume, very close to AB and most other cationic arsenic species. This void-volume peak was assigned as AB + As(III) in the non-oxidised sample, and as AB in the oxidised sample (Fig. 1), based on the premise that AB is the only arsenic cation found in significant quantities in urine (see below).15 The total iAs content [As(III) + As(V)] was obtained from the As(V) peak in the oxidised sample. For all HPLC runs, peaks were quantified against the respective standard. Calibration was usually performed in the range 0.10 to 20.0 μg As L−1 (six-point calibration curve); limit of detection was 0.1 μg As L−1 for iAs [As(V) peak], MA, DMA and AB, and the intra-assay coefficient of variation was better than 5 % for all species.
The premise that AB was essentially the only cationic arsenic species in the urine samples was tested by performing cation-exchange HPLC/ICPMS on 188 samples that had shown a significant peak at the void volume during anion-exchange HPLC/ICPMS of the oxidized samples. A Zorbax 300-SCX column (4.6 mm × 150 mm, 5 μm particles; Agilent Technologies) at 30°C was used with a mobile phase of 10 mM pyridine at pH 2.3 (adjusted with formic acid) at a flow rate of 1.5 mL min−1. The injection volume was 10 μL. ICPMS was used as a detector with the settings described above for anion-exchange HPLC/ICPMS.
Publication 2012
Ammonia Anions Argon Arsenic Arsenicals Biological Assay Carbon Chromatography formic acid High-Performance Liquid Chromatographies Hypersensitivity Nylons Peroxide, Hydrogen Phosphoric Acids Plasma Polypropylenes pyridine Selenium Urination Urine
Cells and viruses: The SARS-CoV-2 virus was isolated from a nasopharyngeal sample of a patient in Sweden and the isolated virus was confirmed as SARS-CoV-2 by sequencing (Genbank accession number MT093571). The human hepatocyte-derived cellular carcinoma cell line Huh7 (obtained from Marburg Virology Lab, Philipps-Universität Marburg, Marburg, Germany matching the STR reference profile of Huh7 [4 (link)]), African Green monkey cell line Vero-E6 (ATCC® CRL-1586) and 16HBE (human bronchial epithelial cell line, obtained from Lena Palmberg, Karolinska Institute) were used.
Antibodies and drugs: Akt (rabbit, Abcam Cat#ab8805), Akt (S473) (rabbit, Abcam Cat#ab81283), mTOR (rabbit, Abcam, Cat#ab32028), mTOR (S2448) (rabbit, Abcam Cat#ab109268), S6K (rabbit, Abcam Cat#ab32529), S6K (T389+T412) (rabbit, Abcam Cat#ab60948), eIF4EBP1(rabbit, Abcam, Cat#Ab32024), eI4EBP1 (T37) (rabbit, Abcam, Cat#ab75767), ENO-1 (rabbit, Abcam, Cat#ab155102) and HIF-1a (Clone 54) (mouse, BD Biosciences, Cat#610959), β-Actin (mouse, Sigma Aldrich, Cat#A5441) SARS-CoV-2 spike S2 (mouse, GeneTex, Cat#GTX632604) and SARS-CoV-2 nucleocapsid (rabbit, Bioserve, Cat#BSV-COV-AB-04). The drugs Wortmannin, MK-2206, Torin-1, BI-D1870, PX-478 and disulfiram was purchased from Selleckchem, US, while SAHA (vorinostat) was purchased from Sigma-Aldrich, US and Rapamycin from Abcam, US.
Infection and cytotoxicity: The infectivity dose of the virus was either determined by plaque-forming assay (for omics studies) or by determining TCID50 in Vero-E6 cells. Infection was performed by incubating the cells with virus for one hour at 37°C, 5%CO2 in DMEM supplemented with 5% heat-inactivated fetal bovine serum (FBS) followed by removal of virus and replenishing with fresh medium. The virus-mediated cytotoxicity was determined using Viral ToxGlo assay (Promega, US). The virus titer in the supernatant was determined by qPCR targeting either the E-gene or N-gene using Takara PrimeDirect probe, RT-qPCR mix (Takara Bio Inc, Japan).
SARS-CoV-2 infection of Huh7 cells for omics: Huh7 cells were plated in 6-well plates (2.5 × 105 cells/well) in DMEM (Thermo Fisher Scientific, US) supplemented with 10% heat-inactivated FBS (Thermo Fisher, US). At 90%–95% cell confluence the medium was removed, cells washed carefully with PBS and thereafter either cultured in medium only (uninfected control) or infected with SARS-CoV-2 at a multiplicity of infection (MOI) of 1 added in a total volume of 0.5 mL. After one hour of incubation (37°C, 5%CO2) the inoculum was removed, cells washed with PBS and 2 mL DMEM supplemented with 5% heat-inactivated FBS was added to each well. Samples were collected at three different time points, 24, 48 and 72 hours post infection (hpi). Samples were collected for proteomics and RNAseq.
Total RNA extraction and Quantification of viral RNA: The cells (uninfected, 24hpi, 48hpi and 72hpi) were collected by adding Trizol (Thermo Fisher Scientific, US) directly to the wells. RNA was extracted from SARS-CoV-2 infected and uninfected Huh7 cells and from supernatent using the Direct-zol RNA Miniprep (Zymo Research, US) and quantitative real-time polymerase chain reaction (qRT-PCR) was conducted using TaqMan Fast Virus 1-Step Master Mix (Thermofisher Scientific, US) with primers and probe specific for the SARS-CoV-2 E gene following guidelines by the World Health Organization (https://www.who.int/docs/default-source/coronaviruse/wuhan-virus-assayv1991527e5122341d99287a1b17c111902.pdf) as described previously [5 (link)].
Transcriptomics analysis (Illumina RNAseq): The samples were sequenced using Illumina NextSeq550 in single-end mode with read length of 75 bases. The raw sequence data were first subjected to quality check using FastQC tool kit version 0.11.8. Illumina adapter sequences and low-quality bases were removed from the raw reads using the tool Trim Galore version 0.6.1. Phred score of 30 was used as cut-off to remove low-quality bases. Quality of the data was again checked after pre-processing to assure high-quality data for further analysis. The pre-processed reads were then aligned against human reference genome version 38 Ensembl release 96. Short read aligner STAR version 2.7.3a was used for the alignment. STAR was executed by setting the parameter soloStrand to Reverse to perform strand specific alignment and rest of the required parameters were set to default. The alignment result was written in sorted by co-ordinate bam format. After the alignment gene level read count data was generated for each sample using the module featureCounts from the software subread version 2.0.0. Read counting was performed by setting attribute type in the annotation to gene_id and strand specificity to reverse. Human reference gene annotation version 38 Ensembl release 96 in gtf format was used for the read counting. Normalization factors were calculated using the R package edgeR [6 (link)] from read counts matrix to scale the raw library sizes. Low expression genes with maximum counts per million (CPM) values under 1 per sample were removed from the sample. As recommended in RNAseq, data were transformed to CPM and variance weight was calculated using voom function. Square root of residual standard deviation against log2 CPMs was plotted to verify transformation quality.
Protein extraction and in-solution digestion: The cells (uninfected, 24hpi, 48hpi and 72hpi) were lyzed in lysis buffer (5% glycerol, 10 mM Tris, 150 mM NaCl, 10% SDS and protease inhibitor), NuPAGE LDS sample buffer (ThermoFisher Scientific,US) was added and the samples were boiled at 99°C for 10 min. Aliquots of cell lysates (150 µL) were transferred to sample tubes and incubated at 37°C for 5 min at 550 rpm on a block heater and sonicated in water bath for 5 min. Each sample was reduced by adding 7 µL of 0.5 M dithiothreitol (DTT) at 37°C for 30 min and alkylated with 14 µL of 0.5 M iodoacetamide for 30 min at room temperature (RT) in the dark. Following the addition of 2 µL of concentrated phosphoric acid and 1211 µL of binding buffer, protein capturing was performed according to the manufacturer’s protocol using S-Trap™ Micro spin columns (Protifi, Huntington, NY). After washing with 150 µL of binding buffer four times the samples were subjected to proteolytic digestion using 1.2 µg trypsin (sequencing grade, Promega) for 2 h at 47°C. Then 40 µL of 50 mM TEAB was added following acidification with 40 µL of 0.2% formic acid (FA) and elution with 40 µL of 50% acetonitrile (AcN)/0.2% FA and the eluents were dried using a Vacufuge vacuum concentrator (Eppendorf, US). The resulted peptides were cleaned up in a HyperSep filter plate with bed volume of 40 µL (Thermo Fisher Scientific, Rockford, IL). Briefly, the plate was washed with 80% AcN/0.1% FA and equilibrated with 0.1% FA. Samples were filtered in the plate and washed with 0.1% FA. Peptides were eluted with 30% AcN/0.1% FA and 80% AcN/0.1% FA and dried in a vacuum concentrator prior to tandem mass tag (TMT) labeling.
TMT-Pro labeling: Dry samples were dissolved in 30 µL of 100 mM triethylammonium-bicarbonate (TEAB), pH 8, and 100 µg of TMT-Pro reagents (Thermo Scientific, US) in 15 µL of dry acetonitrile (AcN) were added. Samples were scrambled and incubated at RT at 550 rpm for two hours. The labeling reaction was stopped by adding 5 µL of 5% hydroxylamine and incubated at RT with 550 rpm for 15 min. Individual samples were combined to one analytical sample and dried ina vacuum concentrator.
High pH reversed phase LC fractionation and RPLC-MS/MS analysis: The TMTPro-labeled tryptic peptides were dissolved in 90 µL of 20 mM ammonium hydroxide and were separated on an XBridge Peptide BEH C18 column (2.1 mm inner diameter × 250 mm, 3.5 μm particle size, 300 Å pore size, Waters, Ireland) previously equilibrated with buffer A (20 mM NH4OH) using a linear gradient of 1–23.5% buffer B (20 mM NH4OH in AcN, pH 10.0) in 42 minutes, 23.5%–54% B in four minutes and 54%–63% B in two minutes at a flow rate of 200 µL/min. The chromatographic performance was monitored by sampling eluate with a UV detector (Ultimate 3000 UPLC, Thermo Scientific, US) monitoring at 214 nm. Fractions were collected at 30 second intervals into a 96-well plate and combined into twelve samples concatenating eight fractions representing the peak peptide elution. Each combined fraction sample (800 µL) was dried in a vacuum concentrator and the peptides were resuspended in 2% AcN/0.1% FA prior to LC-MS/MS analysis.
Approximately, 2 µg samples were injected in an Ultimate 3000 nano LC on-line coupled to an Orbitrap Fusion Lumos mass spectrometer (MS) (Thermo Scientific, San José, CA). The chromatographic separation of the peptides was achieved using a 50 cm long C18 Easy spray column (Thermo Scientific,US) at 55°C, with the following gradient: 4%–26% of solvent B (2% AcN/0.1% FA) in 120 min, 26%–95% in five minutes, and 95% of solvent B for five minutes at a flow rate of 300 nL/min. The MS acquisition method was comprised of one survey full mass spectrum ranging from m/z 350 to 1700, acquired with a resolution of R = 120,000 (at m/z 200) targeting 4 × 105 ions and 50 ms maximum injection time (max IT), followed by data-dependent HCD fragmentations of precursor ions with a charge state 2+ to 7+ for 2 s, using 60 s dynamic exclusion. The tandem mass spectra were acquired with a resolution of R = 50,000, targeting 5 × 104 ions and 86 ms max IT, setting isolation width to m/z 1.4 and normalized collision energy to 35% setting first mass at m/z 100.
Peptide identification and preprocessing: The raw files were imported to Proteome Discoverer v2.4 (Thermo Scientific) and searched against the Homo sapiens SwissProt (2020_01 release with 20,595 entries) and the pre-leased SARS-CoV-2 UniProt (completed with 14 SARS-CoV-2 sequences of COVID-19 UniProtKB release 2020_04_06) protein databases with Mascot v 2.5.1 search engine (MatrixScience Ltd., UK). Parameters were chosen to allow two missed cleavage sites for trypsin while the mass tolerance of precursor and HCD fragment ions was 10 ppm and 0.05 Da, respectively. Carbamidomethylation of cysteine (+57.021 Da) was specified as a fixed modification, whereas TMTPro at peptide N-terminus and lysine, oxidation of methionine (+15.995 Da), deamidation of asparagine and glutamine were defined as variable modifications. For quantification both unique and razor peptides were requested. Protein raw data abundance was first filtered for empty rows with in house script and quantile-normalize using R package NormalyzerDE [7 (link)]. Principal component analysis (PCA) was applied to explore sample-to- sample relationships. One proteomics samples from the uninfected control were excluded as it turned out to be outlier.
Statistical analysis: Proteomics and transformed transcriptomics data were tested for normality using histograms with normal distribution superimposed. Differential expression through linear model was performed using R package LIMMA [8 (link)]. LIMMA supports multifactor designed experiments in microarray, transcriptomics and proteomics. Its features are designed to support small number of arrays. The three infected replicates at 24hpi, 48hpi and 72hpi hours respectively were selected in order to perform an equi-spaced univariate time series analysis. In limma design matrix, separated coefficients were associated with time and replicates in order to extract the difference as a contrast. Moderated paired-t-test using limma with adjustment for replicates was applied. For pairwise comparisons, single factorial design was implemented to fit model with a coefficient for each of our four factors: uninfected, 24hpi, 48hpi and 72hpi. Comparisons were extracted as contrasts. In both analysis, significant differential genes and proteins were selected based on p values after Benjamini-Hochberg (BH) adjustment. Genes with alpha value inferior to 0.05 were considered significant.
Bioinformatics Analysis: The transcriptomics and proteomics analysis were performed using all the protein-coding genes and proteins and a gene set of viral processes, response and diseases respectively. The viral response gene set is a catalogue of genes that is known to be involved in viral processes, response and diseases. The catalogue was enriched by mining biological process category of gene-ontology terms, Reactome pathways and gene sets associated with various viral diseases. Gene Ontology terms were selected by keeping, “response to virus (GO:0009615)” as parent term. All child terms of GO:0009615 were selected based on ontology term relationship “is a” and “regulates”. The pathway “Antiviral mechanism by IFN-stimulated genes” and two other events it participates were selected from Reactome database. Gene sets related to 42 virus-associated diseases and six virus-related diseases were selected from “Rare_Diseases_AutoRIF_Gene_Lists” library provided by gene set enrichment tool Enrichr [9 (link)]. The viral response gene set contains total of 1517 protein coding genes. After filtering antiviral genes, up and downregulated proteins and transcripts were submitted separately to gene set enrichment analysis (GSEA) using gseapy v0.9.17. R package gplots v3.03 was used to generate heatmaps to display terms associated adjusted p values contrasts over conditions.
Network and community analyses: Association analyses were performed by computing pairwise Spearman rank correlations for all features after removing null variant or genes with very low expression (RPKM < 1). Correlations were considered statistically significant at false discovery rate (FDR) < 0.01. Positive correlations were selected and used to build a weighted graph where Spearman ρ was used as weights. All network analyses were performed in igraph [10 ]. For all networks, diameter, average path lengths, clustering coefficients, and degree distributions were compared with those attained for similarly-sized random networks (Erdős-Rényi models, [11 ]). Degree centrality was computed for all networks and normalized for network size. Communities were identified by modularity maximization through the Leiden algorithm [12 (link)]. Community centrality was computed by averaging node centrality and used to identify the most central communities in each network by degree comparison. Gene set enrichment analysis was performed on each community (n > 30) through Enrichr for KEGG Human 2019 where backgrounds were selected based on the node number of each network. Community similarity was computed through hypergeometric testing of overlap between statistically significant KEGG terms for each transcriptomic vs proteomic pair of communities. Throughout, all statistical tests were considered at an FDR < 0.05 unless otherwise stated. All analyses were performed in Python 3.7.
Protein–protein interactions among human proteins were derived from Human Reference Interactome (HuRI). Interactions between human proteins and SARS-CoV-2 viral proteins were obtained from Human Protein Atlas (HPA). Protein interaction network is created using Cytoscape version 3.6.1 [13 ]. Edge-weighted spring-embedded layout was used for the network. R package gplots 3.03 was used to generate heatmaps to display terms associated p values contrasts over conditions. Sankey Plot illustrates most important contribution genes to flow pathways. It was plotted using R package ggalluvial version 0.11.1 [14 ]. Scatter plots produced using ggplot2 represent the bivariate relationship between proteins and time.
Western Blot: Following 24 hpi and 48hpi with different doses of SARS-CoV-2 infection, the cells were lysed in 2x NuPage LDS sample buffer (Thermo Scientific, US) followed by boiling at 95°C for ten minutes to inactivate the virus. The protein concentration was evaluated by Pierce 660nm Protein Assay kit (Thermo Scientific, US). Evaluation of protein expression was performed by running 20 μg of total protein lysate on NuPage Bis Tris 4%–12%, gels or NuPage Tris-Acetate 3%–8% gels (Invitrogen, Carlsbad, CA, USA). Proteins were transferred using iBlot dry transfer system (Invitrogen, Carlsbad, CA, USA) and blocked for one hour using 5% milk or bovine serum albumin (BSA) in 0.1% PBSt (0.1% Tween-20). Subsequent antibody incubation was performed at 4°C overnight or for one hour at room temperature for β-Actin. Membranes were washed using 0.1% PBSt and secondary antibody was incubated for one hour at room temperature using Dako Polyconal Goat Anti-Rabbit or Anti-Mouse Immunoglobulins/HRP (Aglient Technologies, Santa Clara, CA, USA). Membranes were washed using 0.1% PBSt and proteins were detected using ECL or ECL Select (GE Healthcare, Chicago, IL, USA) on ChemiDoc XRS+ System (Bio-Rad Laboratories, Hercules, CA, USA). The western blot analysis was performed by using antibodies targeting Akt, p-Akt, mTOR, p-mTOR, S6K, p-S6K, 4E-BP1, p-4E-BP1and HIF-1α. Viral RNA was quantifed from cell supernatent in all the time points as a confirmation of the infection by using Takara PrimeDirect probe, RT-qPCR mix (Takara Bio. Inc, Japan).
Drug treatment and virus infectivity: Inhibitors and modulators of PI3K and mTOR signaling pathways, namely Wortmannin, MK-2206, Torin-1, Rapamycin, BI-D1870, PX-478, Disulfiram and SAHA (vorinostat) were reconstituted in DMSO and cytotoxicity at different concentrations and time points (24h and 48 h) was determined in Huh7 cells using alamarBlue (Invitrogen, US). Changes in expression of different components of the pathway at effective and non-toxic concentration for 24 h and 48 h are shown in supplementary Figure S1. To determine the effect of these drugs on virus replication, Huh7 cells were pretreated with the drugs for twelve hours at a concentration that was suitable for 48 h incubation in DMEM supplemented with 2%FBS. The cells were infected with SARS-CoV-2 at MOI of 0.1 in presence of the drugs for one hour. The virus was removed, and the cells were further incubated for 24 h in presence of the drugs in DMEM supplemented with 2% FBS. DMSO was used as a control. The virus infectivity was determined by qPCR in both the supernatant and in the cells.
RNAScope® assay: RNAScope® assay was performed targeting HIF-1α using the probe RNAscope® Probe-Hs-HIF1A-C2 (ACD Bio, US) (Cat# 605221-C2) as described by us previously [15 (link)].
Data and Code Availability. The raw RNAseq data can be obtained from the SRA using the project id. PRJNA627100. Proteomics data can be obtained from https://zenodo.org/record/3754719#.XqgnSy2B3OQ. All the codes are available at github: https://github.com/neogilab/COVID19
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Publication 2020
This protocol results in sample amounts suitable for several analyses. From 2 ml of culture of OD578 ≈ 10 about 300 µl purified PGN are gained. Spin down 2 ml of an overnight culture in a 2 ml microcentrifuge tube (Eppendorf) for 5 min at 10,000 rpm. Alternatively: Spin down 2 × 2 ml of a culture with a lower OD. Resuspend the pellet in 1 ml solution A (1 M sodium chloride) and boil the suspension for 20 minutes at 100°C in a heating block. [Δ CRITICAL STEP 1: Sometimes, NaCl treatment is not sufficient for peptidoglycan isolation from the cells. Use 0.25% SDS solution in 0.1 M Tris/HCl (pH 6.8) instead. SDS has to be washed out thoroughly after boiling. Make sure the samples are boiling at 100°C. Bad isolation results are mostly caused by too low heat.] Spin down the suspension (5 min at 10,000 rpm), wash it at least twice with 1.5 ml ddH2O and resuspend the pellet in 1 ml ddH2O. Put the sample to a sonifier waterbath for 30 minutes. Add 500 µl of solution B (15 μg/ml DNase and 60 μg/ml RNase in 0.1 M TRIS/HCl, pH 6.8) and incubate for 60 minutes at 37°C in a shaker. Add 500 µl of solution C (50 μg/ml trypsin in ddH2O) and incubate for additional 60 minutes at the same conditions. To inactivate the enzymes boil the suspension for 3 minutes at 100°C in a heating block, then spin the sample down (5 min at 10,000 rpm) and wash it once with 1 ml ddH2O. To release WTA resuspend the pellet in 500 µl of 1 M HCl (ready-to-use solution from Applichem) and incubate for 4 h at 37°C in a shaker. Spin down the suspension (5 min at 10,000 rpm) and wash with ddH2O until the pH is 5–6. Afterwards, resuspend the pellet in 100–250 µl digestion buffer (12.5 mM sodium dihydrogen-phosphate, pH 5.5) to an OD578 of 3.0 and add 1/10 volume of mutanolysin solution (5.000 U/ml of mutanolysin in ddH2O). [Δ CRITICAL STEP 2: If OD578 is too high the sample is too concentrated. Therefore, the digestion with mutanolysin might be disturbed. Measurement of OD is tricky, because peptidoglycan sinks to the bottom. Mix the suspension carefully with a pipette and measure OD rapidly.] Then incubate the sample for 16 h at 37°C (150 rpm shaking). Inactivate mutanolysin by boiling (100°C) for 3 min. Spin the sample down (5 min at 10,000 rpm) and use the supernatant. Before applying the sample to the UPLC system, MurNAc has to be reduced to NAc-muraminitol. Therefore, add 50 µl of reduction solution (10 mg/ml sodium borohydrate in 0.5 M borax in ddH2O at pH 9.0; both reagents were purchased from Merck) and incubate the sample for 20 minutes at room temperature. Stop the reaction with 10 µl phosphoric acid (98%). The resulting pH must be between 2 and 3. Then analyze the sample by UPLC/MS or HPLC/MS.
Publication 2014
borax Buffers Cells deoxyribonuclease B Digestion Enzymes High-Performance Liquid Chromatographies isolation mutanolysin Peptidoglycan Phosphoric Acids ribonuclease M Saline Solution sodium borohydride Sodium Chloride sodium phosphate, monobasic Tromethamine Trypsin

Most recents protocols related to «Phosphoric acid»

The method for determining the content of phosphoric acid in the sample was as follows: We took a 0.5 g sample and placed it in a beaker, added 1.0 mL of concentrated sulfuric acid and 1.0 mL of concentrated nitric acid successively, and heated it until white smoke was produced. After the solution was cooled, we added 1.0 mL of 30% H2O2 and heated it again. We repeated the above operation until no white smoke was generated. Then, we added 1.0 mL of 6 mol/L hydrochloric acid and heated it to decompose the residual acid in the solution. Taking 5.0 mL of P-ACP solution, the content of phosphoric acid in the sample was determined by drawing the standard curve.
Phosphoric acid content = (0.2175 A − 0.0075)/S × 100% formula, where A is the absorbance of the sample measured at 660 nm, and S is the mass (g) of the sample.
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Publication 2024
5 g of bamboo parenchyma cell powder was accurately weighed into a beaker and 30 ml of phosphoric acid at various levels of 10%, 30% and 50% was measured and mixed with it. After proper stirring, the samples were stirred at 500 rpm for 1 hour at room temperature for complete maceration. The blended samples were dried in an oven at 80 °C to constant weight. The mixed samples were then put into a tube furnace and heating up to 500 °C at 8 °C min−1 at a nitrogen flow rate of 150 ml min−1 for 1 hour and then reduced to room temperature. At last, it was cleaned with deionized water until neutral. These activated carbon samples were named PPAC-10C, PPAC-30C and PPAC-50C respectively.
Publication 2024
The idea of applying acid to the pedicel-peduncle area was to detach the fruits in the minimum possible time. In the first experiment, three different acids were applied to the fruit pedicel-peduncle to induce detachment. The acids used were 55% nitric acid (HNO3), 85% phosphoric acid (H3PO4), and 28% hydrochloric acid (HCL). A dropper for punctual application applied phosphoric acid to 10 mango hanging fruits (Figure 3a). Afterwards, nitric acid was applied to the pedicel of 45 Haden mango hanging fruits with a hair nano atomizer; drops were formed and rolled down, ending over the fruit surface (Figure 3b). The effectiveness and damage caused to surrounding leaves, fruit peduncle, pedicel, and fruit peel were evaluated. The main damages were caused due to the application method (Figure 3). The phosphoric and hydrochloric acid were applied, and the drops and acid runoff are shown in Figure 3c. The acid drops burnt-out the mango peel and never detached the fruit. The damage to the fruit and leaves is shown in Figure 3d,e.
Activated carbon powder was used to obtain a more consistent material that could avoid acid rollout after application. Blend preparation took place 15 min before application and consisted of 4 g of coconut activated carbon powder mixed with 4, 5, or 6 mL of 55% nitric acid (Figure 4a). These variable-consistency AC blends were named light, medium and dense, respectively. AC powder and acid were weighted with a scale (ADIR, 10501, Mexico). The activated carbon was deposited in a laboratory sample jar, and then 4 to 6 mL of 55% nitric acid was added depending on the final blend required (Figure 4b) [19 ]. It was mixed with a plastic stirrer until a homogeneous blend was obtained and then the container was sealed until its application time. The AC blend (acid-composite) could last for one day before its application, and during its preparation an exothermic reaction took place. It was mixed with a plastic stirrer until a homogeneous mixture was obtained and then the container was sealed. The container was shaken for 5 s using the applicator device before application. Three groups consisting of 30 “Keitt” mango fruits each were randomly selected, and the fruits were numbered from 1 to 90. Each blend was applied evenly to 30 fruits at the pedicel-peduncle with a 15-cm-long painting brush. The acid-composite covered a cross section of 1 cm, 1 cm above the pedicel abscission zone (Figure 4b). The application began at 9 am, ending 20 min later for each group.
In an additional experiment, the AC blend temperature during preparation was monitored with digital sensors (Maxim Integrated, DS18B20, San Jose, CA, USA). Three sensors recorded the temperature (Figure 5a) every 10 s for each AC blend type using a homemade datalogger based in the ESP32 microcontroller (Espressif Systems, DevKit V1, Shanghai, China). The test was performed under a constant ambient temperature of 25 °C (Figure 5). AC blends applied over the sensors are shown in Figure 5b.
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Publication 2024

Example 2

Method A: Compound (I) (605.5 mg, 1 equiv) was slurried in acetone (14 mL). The slurry was stirred at rt for 5 min to allow homogenization. Next, a solution of H3PO4 (459.46 mg, 4 equiv) in acetone (6 mL) was rapidly added. A yellow gel was obtained, and the mixture was kept at rt under stirring for 2 d. The precipitate then filtered, washed with acetone (20 mL) and dried at 4° C./10 mbar. The solid obtained was further characterized as a bisphosphate hemihydrate by TGA, XRPD, DSC, 1H NMR, solid state 15N NMR, IR, Raman, and single crystal X-ray crystallography.

Method B: a solution of H3PO4 (494.7 g, 4 equiv) in MeOH/THF (10.5 ml, 1:1 v/v) was added to a vial containing compound (I) (506.88 mg, 1 equiv). The resulting mixture was stirred at rt until a yellow solution was obtained. The solution was allowed to evaporate at 50° C. and atmospheric pressure under stirring with the aid of a vortex. A yellow gel was obtained and acetone was then added (15 mL) and let to vortex at rt for 1 d. The slurry was let to stir for additional 3 d. Crystalline solids were then filtered and further characterized as identical in crystal form to the material obtained in Method A.

1H NMR (400 MHz, CD3OD) δ 8.53-8.58 (m, 1H), 8.46-8.50 (m, 1H), 8.36 (s, 1H), 7.80-7.86 (m, 1H), 7.72-7.76 (m, 1H), 7.55-7.61 (m, 2H), 7.18 (d, J=8.0 Hz, 1H), 5.92 (s, 1H), 3.52 (d, J=6.8 Hz, 2H), 2.77-2.86 (m, 1H), 2.28-2.38 (m, 1H), 2.25 (s, 3H), 2.18-2.24 (m, 2H), 1.88-1.99 (m, 2H), 1.37 (s, 3H), 0.75-0.84 (m, 2H), 0.54-0.64 (m, 2H).

TABLE 2
XRPD of Compound (I) Bisphosphate Hemihydrate
2θ angleRelative Intensity (%)
7.6100
11.138
12.057
15.436
17.543
19.853
20.036
20.374
21.249
23.571
23.654
24.560

Single crystal X-ray crystallography data of the phosphate complex of compound (I) indicates that each unit cell contains 2 molecules of Compound (I), 4 molecules of phosphoric acid and 1 molecule of water. The hydrogen bonds within the complex all measure between 2.5-2.9 Å, indicating that there is no ionic character observed between phosphoric acid protons and the basic nitrogen of the pyridine ring. This result is consistent with observations from solid state 15N-NMR. Taken together, these results confirm the form of Compound (I) bisphosphate hemihydrate as a co-crystal complex. The crystallographic data for Compound (I) bisphosphate hemihydrate is presented in Table 3. The ORTEP representation is presented in FIG. 4.

TABLE 3
Crystallographic data for Compound I Bisphosphate Hemihydrate
Chemical formula(C28H30N6O3)—2(H3PO4)—0.5H2O
Crystal systemTriclinic
Space groupP-1
a (Å)  9.2631(4)
b (Å) 15.1919(6)
c (Å) 23.4073(10)
α (°) 86.408(3)
β (°) 82.589(3)
γ (°) 87.818(3)
V (Å)3258.54
Z  2
R-factor (%)  5.51

Solid state 15N-NMR analysis was performed on Compound (I) free base and Compound (I) bisphosphate hemihydrate. Superimposed spectra are presented in FIG. 3. The shift and relative intensity of the pyridine nitrogen peak in the phosphate compound relative to the free base indicates the nature of the interaction between the atoms is hydrogen bonding and does not possess ionic character. No proton transfer to pyridyl nitrogen was discerned, thus confirming the phosphate is a co-crystal.

Compound (I) bisphosphate hemihydrate can also be generated by crystallization of amorphous or semi-crystalline co-crystal of compound (I) and H3PO4 using the conditions shown in Table 4. Alternatively, crystallization of the viscous gel can be induced to give Compound (I) bisphosphate hemihydrate by depositing the gel along with small amount of solids on a larger glass surface and scratching it with a spatula. Also, the gel can be crystallized by sonication.

TABLE 4
Crystallization of Compound (I) Bisphosphate Hemihydrate
Solvent systemTemperature (° C.)RH (%)
MeOH/THF (1:1 V/V)4075
Acetonert
Diethyl ether30

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Patent 2024
Dynamic adsorption and elution processes were carried out in a glass column (internal diameter: 2 cm, length: 25 cm). The flow rate was controlled at 1 mL min−1 using a peristaltic pump (SHENCHEN, Lab 2015). The operations were performed as follows:
(a) Synthetic resin (001 × 7 or S957) was firstly loaded into the column, then the deionized water was fed from the top of the column to rinse the resin. The resin in the column was collected as the sample of the resin before the adsorption of metal ions.
(b) Phosphoric acid–nitric acid solutions (4.4 mol L−1 phosphoric acid and 1.1 mol L−1 nitric acid) containing 0.25 mol L−1 Ca2+ and Mg2+ ions, or 0.15 mol L−1 Fe3+ and Al3+ ions were prepared according to the typical compositions of the neutralization mother liquor obtained from the Chemical Group Co. Ltd of China.10 The prepared solution passed through the column in the upflow mode. After the end of the adsorption process, the deionized water was fed from the top of the column to rinse the phosphoric acid–nitric acid solution retained. The resin in the column was collected as the sample of the resin after the adsorption of metal ions.
(c) The regeneration solution (7 mol L−1 nitric acid solution or 8 mol L−1 hydrochloric acid solution) was flown through the column upward. After the end of the elution process, the deionized water was fed from the top of the column to rinse the regeneration solution retained. Resin in the column was collected as the sample of the resin after the elution of metal ions.
Publication 2024

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Phosphoric acid is a chemical compound with the formula H3PO4. It is a colorless, odorless, and viscous liquid that is commonly used in various industrial and laboratory applications.
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Methanol is a clear, colorless, and flammable liquid that is widely used in various industrial and laboratory applications. It serves as a solvent, fuel, and chemical intermediate. Methanol has a simple chemical formula of CH3OH and a boiling point of 64.7°C. It is a versatile compound that is widely used in the production of other chemicals, as well as in the fuel industry.
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Sodium hydroxide is a chemical compound with the formula NaOH. It is a white, odorless, crystalline solid that is highly soluble in water and is a strong base. It is commonly used in various laboratory applications as a reagent.
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Hydrochloric acid is a commonly used laboratory reagent. It is a clear, colorless, and highly corrosive liquid with a pungent odor. Hydrochloric acid is an aqueous solution of hydrogen chloride gas.
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Acetic acid is a colorless, vinegar-like liquid chemical compound. It is a commonly used laboratory reagent with the molecular formula CH3COOH. Acetic acid serves as a solvent, a pH adjuster, and a reactant in various chemical processes.
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Ethanol is a clear, colorless liquid chemical compound commonly used in laboratory settings. It is a key component in various scientific applications, serving as a solvent, disinfectant, and fuel source. Ethanol has a molecular formula of C2H6O and a range of industrial and research uses.
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Phosphoric acid is a clear, colorless liquid that is commonly used in various laboratory applications. It serves as a chemical reagent and has a wide range of industrial applications. The core function of phosphoric acid is to act as a source of phosphorus, which is an essential element in many chemical processes and reactions.
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Gallic acid is a naturally occurring organic compound that can be used as a laboratory reagent. It is a white to light tan crystalline solid with the chemical formula C6H2(OH)3COOH. Gallic acid is commonly used in various analytical and research applications.
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Formic acid is a colorless, pungent-smelling liquid chemical compound. It is the simplest carboxylic acid, with the chemical formula HCOOH. Formic acid is widely used in various industrial and laboratory applications.

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