{"id":5595,"date":"2026-07-24T08:29:28","date_gmt":"2026-07-24T08:29:28","guid":{"rendered":"https:\/\/isuzubushungary.hu\/?p=5595"},"modified":"2026-07-24T08:29:28","modified_gmt":"2026-07-24T08:29:28","slug":"what-exactly-is-an-online-peptide-calculator-and-why-would-you-need-one","status":"publish","type":"post","link":"https:\/\/isuzubushungary.hu\/en\/2026\/07\/24\/what-exactly-is-an-online-peptide-calculator-and-why-would-you-need-one\/","title":{"rendered":"What Exactly Is an Online Peptide Calculator and Why Would You Need One"},"content":{"rendered":"<p>Use Our Online Peptide Calculator for Accurate Dosage and Reconstitution<br \/>\n<img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' width=\"602px\" alt=\"online Peptide Calculator\" 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\"\/><\/p>\n<p>Why waste hours manually balancing peptide sequences when an <strong>online Peptide Calculator<\/strong> can automate the process? This tool instantly computes molecular weight, net charge, and extinction coefficient by analyzing your input sequence. Simply paste the amino acid string into the interface to receive accurate, error-free results in seconds. It streamlines experimental design for researchers who require precise peptide properties.<\/p>\n<h2>What Exactly Is an Online Peptide Calculator and Why Would You Need One<\/h2>\n<p>An online peptide calculator takes the guesswork out of mixing research peptides. **It precisely computes the dosage, solvent volume, and final concentration in mg\/mL.** You input the vial\u2019s peptide mass (in mg) and the amount of bacteriostatic water you plan to add, and it spits out exactly how many units or mL to draw for your target dose. You need one to avoid dangerous math errors that lead to overdosing or underdosing. Instead of fumbling with conversion charts or second-guessing decimal places, you get a clear, instant answer. <\/p>\n<blockquote><p>This tool is your only safety net for consistent, repeatable research doses without wasting expensive peptide material.<\/p><\/blockquote>\n<p> It also helps you adjust for different syringe sizes, making reconstitution both accurate and hassle-free.<\/p>\n<h3>Breaking Down the Core Function: How a Digital Peptide Tool Calculates Mass and Sequences<\/h3>\n<p>A digital peptide tool calculates mass by summing the monoisotopic or average <strong>mass of amino acid residues<\/strong> in a sequence, then adding the mass of terminal groups (H\u2082O). For sequencing, it performs <em>in silico fragmentation<\/em> by breaking peptide bonds to generate b- and y-ion series, matching these against experimental data for identification. The core process follows a clear order: <\/p>\n<ol>\n<li>Input the amino acid sequence (single-letter codes).<\/li>\n<li>Tool retrieves each residue\u2019s exact atomic mass from its embedded database.<\/li>\n<li>It computes total molecular weight by combining residue masses with terminal modifications.<\/li>\n<li>For sequencing, the algorithm simulates fragmentation at each peptide bond, calculating fragment masses for theoretical matches.<\/li>\n<\/ol>\n<p>This direct calculation of mass and fragment patterns enables rapid validation of peptide identity.<\/p>\n<h3>Key Scenarios Where Researchers and Hobbyists Rely on This Web-Based Utility<\/h3>\n<p>Researchers rely on this web-based utility when designing peptides for binding assays, needing instant molecular weight and isoelectric point calculations to confirm synthesis accuracy. Hobbyists in biohacking use it to verify custom peptide sequences for experimental protocols, avoiding costly lab mistakes. <em>It becomes indispensable when optimizing solubility parameters for reconstitution buffers, a step often overlooked in amateur setups.<\/em> The tool also supports <strong>rapid fragment mass determination<\/strong> for enzymatic digest simulations, critical for both academic publications and DIY proteomics projects.<\/p>\n<blockquote><p>Key scenarios revolve around pre-synthesis validation, solubility checks, and mass verification for both precision research and safe hobbyist experimentation.<\/p><\/blockquote>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"601px\" alt=\"online Peptide Calculator\" 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\"\/><\/p>\n<h2>How to Use a Peptide Calculator Web App for Accurate Results<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"600px\" alt=\"online Peptide Calculator\" 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\"\/><\/p>\n<p>To achieve accurate results with an online peptide calculator web app, first enter the exact peptide sequence using standard single-letter amino acid codes, as any typo will skew molecular weight and dosage. Input the total mass or volume of your solvent, then <strong>always verify the unit selection\u2014milligrams, milliliters, or micromoles\u2014before calculating<\/strong> to avoid dilution errors. For reconstitution, specify the desired concentration and let the app compute both the solvent volume and final molarity. <em>Cross-check your inputs twice, because even a misplaced decimal in the sequence length can render a dose unsafe.<\/em> <strong>Use the calculator\u2019s buffer correction feature if your solvent is not pure water<\/strong>; this adjusts pH-related ion contributions that otherwise alter peptide solubility. Finally, save or screenshot the computed values from the web app for immediate reference during mixing.<\/p>\n<h3>Step-by-Step Walkthrough: Entering Amino Acid Sequences and Interpreting Output<\/h3>\n<p>To start, simply type your amino acid sequence into the main input box using standard single-letter codes (like A, R, N, D) or three-letter codes (like Ala, Arg, Asn, Asp). Hit calculate, and the tool instantly displays your peptide&#8217;s molecular weight, formula, and extinction coefficient. For <strong>interpreting output accurately<\/strong>, scan the summary table\u2014your net charge at a given pH will be highlighted, helping you predict solubility and handling needs. Check the extinction coefficient to gauge UV detection potential, and note any mismatched residues flagged in red for quick revisions. This walkthrough turns raw codes into actionable lab data in seconds.<\/p>\n<h3>Common Input Mistakes That Skew Calculations and How to Avoid Them<\/h3>\n<p>Entering a wrong <strong>peptide length or molecular weight<\/strong> is a common input mistake that skews calculations dramatically. Misspelling an amino acid sequence or using incorrect unit conversions, like confusing grams with milligrams, leads to wildly inaccurate doses. Avoid these errors by always double-checking your sequence against a trusted reference and setting the calculator to the correct <mark>molar mass<\/mark> before you begin. Only input verified data from your synthesis report to prevent flawed reconstitution volumes and ensure your results remain precise.<\/p>\n<table>\n<tr>\n<th>Common Input Mistakes<\/th>\n<th>How to Avoid Them<\/th>\n<\/tr>\n<tr>\n<td>Wrong amino acid chain<\/td>\n<td>Copy-paste sequence directly from source<\/td>\n<\/tr>\n<tr>\n<td>Unit conversion errors<\/td>\n<td>Always select mg\/mL; never manually convert<\/td>\n<\/tr>\n<tr>\n<td>Rounding molecular weight<\/td>\n<td>Use full decimal values from calculator\u2019s database<\/td>\n<\/tr>\n<\/table>\n<h2>Essential Features That Separate a Good Online Peptide Tool From a Mediocre One<\/h2>\n<p>The difference between a good online peptide calculator and a mediocre one emerges the moment you paste a complex sequence from your lab notebook. A strong tool instantly parses non-standard residues like norleucine or D-amino acids without error flags, while a mediocre calculator silently miscounts them, corrupting your molecular weight. The essential feature is real-time <strong>pKa-based charge monitoring<\/strong> across pH, letting you see how solubility shifts at physiological conditions before ordering synthesis. A good tool also provides <strong>activity-aware physicochemical alerts<\/strong>, flagging sequences prone to aggregation or poor cellular uptake based on your specific target parameters. <em>A mediocre calculator hides these risks in static tables, forcing you to cross-reference external databases manually.<\/em> This practical, context-driven logic\u2014not flashy dashboards\u2014determines whether your calculated peptide survives the next round of assays.<\/p>\n<h3>Support for Modified Amino Acids and Unnatural Residues<\/h3>\n<p>A superior online peptide calculator distinguishes itself through robust <strong>modified amino acid support<\/strong>. It must natively recognize non-standard residues like norleucine, statine, or D-amino acids without requiring manual formula entry. A good tool offers <a href='https:\/\/www.peptidescalculator.org\/'>Peptide Calculator<\/a> a searchable library for unnatural residues and handles common modifications\u2014phosphorylation, acetylation, or PEGylation\u2014seamlessly. To verify capacity, check for this sequence: <\/p>\n<ol>\n<li>Search for a specific unnatural residue (e.g., Ornithine).<\/li>\n<li>Test a common modification (e.g., C-terminal amidation).<\/li>\n<li>Confirm the calculator adjusts molecular weight and pKa accurately for the altered structure.<\/li>\n<\/ol>\n<p>Without this depth, calculations become guesswork, wasting synthesis time.<\/p>\n<h3>Real-Time Validation of Sequence Integrity and Charge Prediction<\/h3>\n<p>A good online peptide calculator catches entry errors instantly, using <strong>real-time validation of sequence integrity<\/strong> to flag non-standard amino acids or mismatched brackets before you finalize. This prevents wasted time on chemically impossible peptides. For charge prediction, the tool should recalculate isoelectric points and net charges as you type, reflecting each residue\u2019s pKa shifts. <em>Mediocre tools hide these updates behind a \u201ccalculate\u201d button, so you miss subtle pH-dependent charge changes until the very end.<\/em> Immediate visual feedback\u2014like a changing color or updated charge bar\u2014keeps your design accurate without guesswork.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"604px\" alt=\"online Peptide Calculator\" 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\"\/><\/p>\n<h2>How Peptide Calculators Handle Different Measurement Units and Formats<\/h2>\n<p>When you input a peptide sequence into an <strong>online Peptide Calculator<\/strong>, it automatically interprets your formatting\u2014whether you use single-letter codes like <mark>FWY<\/mark> or three-letter codes like Phe-Trp-Tyr. The tool then <strong>handles measurement units<\/strong> by offering drop-down menus for mass (e.g., g\/mol, kDa) or concentration (e.g., mg\/mL, \u00b5M). You can switch between molarity and percentage formats without re-entering data, as the calculator does the conversion behind the scenes. It also accepts values in decimals or scientific notation, so a weight of 0.0015 g is read the same as 1.5e-3. This flexibility saves you from manually converting units when planning your synthesis or dilution steps.<\/p>\n<h3>Converting Between Daltons, G\/Mol, and Percentage Purity Automatically<\/h3>\n<p>When you enter a peptide sequence, an online peptide calculator automatically converts between daltons (the molecular mass per molecule) and g\/mol (the molar mass scale), so you never need to do unit math yourself. It also factors in <strong>percentage purity automatically<\/strong>, adjusting the calculated mass to reflect only the active peptide content in your sample. This means if your crude peptide is listed as 80% pure, the tool scales the g\/mol value down to give you the real amount of peptide for your experimental setup. Everything updates instantly as you adjust purity or sequence length, keeping your yield estimates accurate without manual conversions.<\/p>\n<blockquote><p>In short, the calculator instantly bridges daltons, g\/mol, and purity percentages, freeing you from unit conversions and guaranteeing you work with the true peptide quantity.<\/p><\/blockquote>\n<h3>Options for Displaying Results in Both Linear and Cyclic Peptide Formats<\/h3>\n<p>For cyclic peptides, the calculator must automatically adjust the molecular weight by subtracting the mass of one water molecule (18.015 Da) due to the additional amide bond closure, an alteration absent in <strong>linear peptide display<\/strong>. The user interface typically offers a dropdown or toggle to select the format, with the cyclic mode recalculating properties like net charge and isoelectric point based on the absence of free N- and C-termini. A side-by-side table is common for direct comparison:<\/p>\n<table>\n<tr>\n<th>Format<\/th>\n<th>Mass Calculation<\/th>\n<th>Terminal Groups<\/th>\n<\/tr>\n<tr>\n<td>Linear<\/td>\n<td>Sum of residue masses + H\u2082O<\/td>\n<td>Free NH\u2082 and COOH<\/td>\n<\/tr>\n<tr>\n<td>Cyclic<\/td>\n<td>Sum of residue masses \u2013 H\u2082O<\/td>\n<td>Bridged (no free termini)<\/td>\n<\/tr>\n<\/table>\n<p>This ensures users see accurate mass, charge, and hydrophobicity data for their intended structural form before synthesis.<\/p>\n<h2>Tips for Getting the Most Out of a Browser-Based Peptide Solver<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"603px\" alt=\"online Peptide Calculator\" 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\"\/><\/p>\n<p>To maximize results from a browser-based peptide solver, always verify the input sequence format matches the online Peptide Calculator&#8217;s requirements, such as single-letter or three-letter codes. Use the tool&#8217;s advanced options to specify pH and temperature, as these directly affect net charge and solubility predictions. <strong>Batch processing multiple sequences<\/strong> in a single session saves time when analyzing libraries. Compare outputs with known experimental data to calibrate accuracy, and bookmark the calculator for quick access. Avoid overloading the browser tab with large sequences; split them into smaller runs to prevent crashes. <strong>Utilize real-time molecular weight updates<\/strong> to double-check peptide lengths before purchasing or synthesizing.<\/p>\n<h3>Using the Tool to Double-Check Synthesis Plans and Avoid Costly Errors<\/h3>\n<div style=\"text-align:center\">\n<iframe width=\"562\" height=\"315\" src=\"https:\/\/www.youtube.com\/embed\/olMMf0fN86M\" frameborder=\"0\" alt=\"online Peptide Calculator\" allowfullscreen><\/iframe>\n<\/div>\n<p>Before committing expensive reagents, run your planned sequence through the solver as a verification pass to catch mis-typed residues or incorrect protecting group assignments. This <strong>error prevention peptide check<\/strong> highlights mass discrepancies between your intended product and the calculator\u2019s output, pinpointing costly coupling mistakes before synthesis begins. <em>A single misplaced amino acid can waste an entire batch, making this cross-reference step non-negotiable for lab budgets.<\/em><\/p>\n<ul>\n<li>Compare the calculated molecular weight against your target value to detect sequence typos.<\/li>\n<li>Verify that the tool\u2019s suggested coupling cycles align with your resin and linker specifications.<\/li>\n<li>Check for flagged solubility warnings or difficult couplings that could crash synthesis yields.<\/li>\n<\/ul>\n<h3>Leveraging the Calculator\u2019s Database for Common Peptide Templates<\/h3>\n<p>To accelerate your workflow, <strong>leverage pre-built peptide templates<\/strong> stored in the calculator&#8217;s database. Instead of manually entering every residue for common sequences\u2014like collagen repeats or antimicrobial motifs\u2014select from the library. This populates the chain, automatically applies known modifications (e.g., amidation), and pre-fills typical synthesis parameters. Using a template also <mark>reduces input errors<\/mark> on repetitive patterns, and allows rapid comparison of variants by adjusting only the unique residues.<\/p>\n<blockquote><p>Leveraging the calculator\u2019s pre-stored peptide templates streamlines setup by automating repetitive sequence entry, modification assignment, and parameter selection.<\/p><\/blockquote>\n<h2>What to Do When Your Online Peptide Tool Gives Unexpected Numbers<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width=\"605px\" alt=\"online Peptide Calculator\" 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\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your online peptide calculator spits out unexpected numbers, first double-check the input sequence for typos or non-standard amino acid codes, as manual entry errors are the most common cause. Next, verify the tool&#8217;s molecular weight setting\u2014the unexpected result might stem from choosing monoisotopic versus average isotopic values, which can shift numbers significantly. If the discrepancy persists, <strong>peptide calculator troubleshooting<\/strong> often requires toggling modification parameters; ensure any attached labels or terminal modifications are accurately selected. For a rapid sanity check, run the same sequence through a second independent calculator to see if the <strong>unexpected peptide tool results<\/strong> are tool-specific. Finally, confirm that any solubility or buffer calculations haven&#8217;t inadvertently altered the base formula, as these can throw off concentrations.<\/p>\n<h3>Troubleshooting Sequence Input Errors and Contradictory Outputs<\/h3>\n<p>When a peptide calculator yields contradictory outputs, first audit your sequence input for common <strong>troubleshooting sequence input errors<\/strong>. Verify that all amino acids are in standard one-letter or three-letter codes, and check for hidden non-standard characters or spaces introduced by copy-paste. Mismatches between chain length and molecular weight often arise from misordered residues or incorrect terminal modifications (e.g., acetyl, amide). Re-examine any flanking brackets or special syntax, as these can shift the calculator\u2019s interpretation. Finally, cross-reference the output\u2019s charge state or isoelectric point against the sequence\u2019s known side-chain pKa values to confirm consistency.<\/p>\n<h3>Understanding the Role of Post-Translational Modifications in Calculated Mass<\/h3>\n<p>When your online peptide calculator spits out a mass that doesn\u2019t match your sequence, the first thing to check is <strong>post-translational modifications (PTMs)<\/strong>. These common chemical tweaks\u2014like phosphorylation, acetylation, or glycosylation\u2014add extra weight to individual amino acids, shifting the final calculated mass. Your tool likely assumes a naked peptide, so a mismatch means you forgot to toggle on a specific PTM. Always verify whether your sample has modifications, then manually input or select them in the calculator.<\/p>\n<ul>\n<li>Account for common modifications (e.g., +80 Da for phosphorylation, +42 Da for acetylation).<\/li>\n<li>Check for disulfide bridges, which reduce the total mass by 2 Da per bond.<\/li>\n<li>Use the tool&#8217;s PTM library or custom mass shift options to adjust calculations.<\/li>\n<\/ul>","protected":false},"excerpt":{"rendered":"<p>Use Our Online Peptide Calculator for Accurate Dosage and Reconstitution Why waste hours manually balancing peptide sequences when an online Peptide Calculator can automate the process? This tool instantly computes molecular weight, net charge, and extinction coefficient by analyzing your input sequence. Simply paste the amino acid string into the interface to receive accurate, error-free [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"footnotes":""},"categories":[1],"tags":[],"class_list":["post-5595","post","type-post","status-publish","format-standard","hentry","category-egyeb"],"acf":[],"_links":{"self":[{"href":"https:\/\/isuzubushungary.hu\/en\/wp-json\/wp\/v2\/posts\/5595","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/isuzubushungary.hu\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/isuzubushungary.hu\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/isuzubushungary.hu\/en\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/isuzubushungary.hu\/en\/wp-json\/wp\/v2\/comments?post=5595"}],"version-history":[{"count":1,"href":"https:\/\/isuzubushungary.hu\/en\/wp-json\/wp\/v2\/posts\/5595\/revisions"}],"predecessor-version":[{"id":5596,"href":"https:\/\/isuzubushungary.hu\/en\/wp-json\/wp\/v2\/posts\/5595\/revisions\/5596"}],"wp:attachment":[{"href":"https:\/\/isuzubushungary.hu\/en\/wp-json\/wp\/v2\/media?parent=5595"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/isuzubushungary.hu\/en\/wp-json\/wp\/v2\/categories?post=5595"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/isuzubushungary.hu\/en\/wp-json\/wp\/v2\/tags?post=5595"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}