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โš›๏ธ Mass Converter

Professional mass converter with scientific features. Convert between atomic mass units, molecular masses, solar masses & more. Includes density calculator, precision control & molecular mass calculator.

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๐Ÿ“ From

๐Ÿ“Š To

Conversion Result
1000
grams
1.000 ร— 10ยณ g
6
Formula: 1 kg = 1000 g
Quick Conversions from 1 kg

๐Ÿ“‹ Conversion History

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Professional Scientific Mass Conversion

Advanced mass conversion tools with features that professionals typically pay for - completely free with unlimited access and precision.

โš›๏ธ Atomic & Subatomic Masses

Convert between atomic mass units, electron masses, proton masses, and other fundamental particles with precision required for scientific research.

  • Atomic Mass Unit (u) - 1.661 ร— 10โปยฒโท kg
  • Electron Mass - 9.109 ร— 10โปยณยน kg
  • Proton Mass - 1.673 ร— 10โปยฒโท kg
  • Energy Equivalence - MeV/cยฒ calculations

๐ŸŒŒ Astronomical Masses

Work with massive celestial objects using solar masses, earth masses, and cosmic scales for astronomy and astrophysics applications.

  • Solar Mass (Mโ˜‰) - 1.989 ร— 10ยณโฐ kg
  • Earth Mass (MโŠ•) - 5.972 ร— 10ยฒโด kg
  • Planetary Comparisons - Scale conversions
  • Stellar Calculations - Multi-solar mass objects

๐Ÿงช Molecular Mass Calculator

Calculate molecular masses for chemical compounds with automatic atomic mass lookup from the complete periodic table.

  • Automatic periodic table integration
  • Compound formula generation
  • Molar mass calculations
  • Chemical equation balancing support

๐Ÿ“Š Density & Volume Analysis

density calculations with multiple unit support and material property analysis for engineering applications.

  • Multi-unit density calculations
  • Volume conversions
  • Material property database
  • Specific gravity calculations

๐ŸŽฏ Precision Control

Professional-grade precision control with scientific notation and custom decimal places for exact scientific calculations.

  • Up to 15 decimal places
  • Scientific notation display
  • Engineering notation
  • Significant figures control

๐Ÿ“‹ Advanced Features

Professional tools including conversion history, formula display, and batch processing capabilities.

  • Conversion history tracking
  • Formula and equation display
  • Multiple format selection
  • Quick reference database

Frequently Asked Questions

What is the difference between mass and weight in scientific terms? +
Mass is an intrinsic property of matter that measures the amount of substance in an object, remaining constant regardless of location. Weight is the force exerted by gravity on that mass and varies with gravitational field strength. In scientific contexts, kilograms measure mass, while newtons measure weight. Our converter works with mass measurements for precision scientific calculations.
How do you convert atomic mass units to kilograms? +
To convert atomic mass units (u) to kilograms, multiply by 1.66054 ร— 10โปยฒโท. The formula is: kg = u ร— 1.66054 ร— 10โปยฒโท. For example, 12 u (carbon-12) = 12 ร— 1.66054 ร— 10โปยฒโท = 1.99265 ร— 10โปยฒโถ kg. This conversion is fundamental in nuclear physics and chemistry calculations.
What is a solar mass and how is it used in astronomy? +
A solar mass (Mโ˜‰) equals 1.98847 ร— 10ยณโฐ kg, representing the mass of our Sun. It's the standard unit for measuring stellar masses in astronomy. For example, a typical red giant might be 2-3 solar masses, while massive stars can exceed 50 solar masses. This unit simplifies calculations when dealing with the enormous masses found in space.
How does the molecular mass calculator work? +
Our molecular mass calculator uses atomic masses from the periodic table to compute compound masses. Enter each element symbol (like H, C, O) with its count, and the calculator multiplies each element's atomic mass by its quantity, then sums all contributions. For example, Hโ‚‚O = (2 ร— 1.008) + (1 ร— 15.999) = 18.015 g/mol.
What is the Planck mass and why is it important? +
The Planck mass (mโ‚š) equals 2.176 ร— 10โปโธ kg and represents a fundamental scale in physics where quantum gravity effects become significant. It's derived from fundamental constants: the speed of light, Planck's constant, and gravitational constant. Though tiny by everyday standards, it's actually quite large on the quantum scale, representing the mass at which a particle's Compton wavelength equals its Schwarzschild radius.
How accurate are the conversion factors in this calculator? +
Our conversion factors are based on the most recent internationally accepted values from NIST and CODATA. We maintain up to 15 decimal places internally for maximum precision. The atomic mass unit is defined as exactly 1/12 of the mass of carbon-12, and all fundamental particle masses use the latest experimental values. This precision makes our calculator suitable for professional scientific research and education.
Can I use this for nuclear physics calculations? +
Yes, our converter is designed for nuclear physics applications. It includes precise values for electron, proton, and neutron masses, as well as atomic mass units with the accuracy needed for nuclear binding energy calculations, decay processes, and mass-energy equivalence studies. The precision control allows you to match the significant figures appropriate for your specific calculations.
What's the difference between atomic mass units and daltons? +
Atomic mass units (u) and daltons (Da) are exactly the same unit with identical values - they're just different names used in different contexts. The unified atomic mass unit (u) is preferred in physics, while the dalton (Da) is commonly used in chemistry and biochemistry, especially for molecular masses of proteins and large molecules. Both equal 1.66054 ร— 10โปยฒโท kg.
How do I calculate the mass of subatomic particles? +
Our converter includes precise masses for fundamental particles: electron (9.109 ร— 10โปยณยน kg), proton (1.673 ร— 10โปยฒโท kg), and neutron (1.675 ร— 10โปยฒโท kg). For composite particles, add constituent masses and account for binding energy. The scientific units tab provides quick access to these fundamental values with the precision needed for particle physics calculations.
Why are there multiple output formats available? +
Different scientific contexts require different number formats. Decimal format is best for everyday calculations, scientific notation (1.23 ร— 10โถ) is standard in research papers and handles very large or small numbers efficiently, while engineering notation uses powers of 10 in multiples of 3 for practical applications. This flexibility ensures the results are presented in the most appropriate format for your specific use case.