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Half life calculator

Try our Half life calculator to calculate the half life of various elements or radioactive elements. Now finding the half life of different elements is no longer a problem.

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1
H
Hydrogen
1.008
2
He
Helium
4.0026
3
Li
Lithium
7
4
Be
Beryllium
9.0122
5
B
Boron
10.81
6
C
Carbon
12.011
7
N
Nitrogen
14.007
8
O
Oxygen
15.999
9
F
Fluorine
18.998
10
Ne
Neon
20.180
11
Na
Sodium
22.990
12
Mg
Magnesium
24.305
13
Al
Aluminum
26.982
14
Si
Silicon
28.085
15
P
Phosphorus
30.974
16
S
Sulfur
32.06
17
Cl
Chlorine
35.45
18
Ar
Argon
39.948
19
K
Potassium
39.098
20
Ca
Calcium
40.078
21
Sc
Scandium
44.956
22
Ti
Titanium
47.867
23
V
Vanadium
50.942
24
Cr
Chromium
51.996
25
Mn
Manganese
54.938
26
Fe
Iron
55.845
27
Co
Cobalt
58.933
28
Ni
Nickel
58.693
29
Cu
Copper
63.546
30
Zn
Zinc
65.38
31
Ga
Gallium
69.723
32
Ge
Germanium
72.63
33
As
Arsenic
74.922
34
Se
Selenium
78.96
35
Br
Bromine
79.904
36
Kr
Krypton
83.798
37
Rb
Rubidium
85.468
38
Sr
Strontium
87.62
39
Y
Yttrium
88.906
40
Zr
Zirconium
91.224
41
Nb
Niobium
92.906
42
Mo
Molybdenum
95.96
43
Tc
Technetium
[97.91]
44
Ru
Ruthenium
101.07
45
Rh
Rhodium
102.91
46
Pd
Palladium
106.42
47
Ag
Silver
107.87
48
Cd
Cadmium
112.41
49
In
Indium
114.82
50
Sn
Tin
118.71
51
Sb
Antimony
121.76
52
Te
Tellurium
127.60
53
I
Iodine
126.90
54
Xe
Xenon
131.29
55
Cs
Cesium
132.91
56
Ba
Barium
137.33
*
72
Hf
Hafnium
178.49
73
Ta
Tantalum
180.95
74
W
Tungsten
183.84
75
Re
Rhenium
186.21
76
Os
Osmium
190.23
77
Ir
Iridium
192.22
78
Pt
Platinum
195.08
79
Au
Gold
196.97
80
Hg
Mercury
200.59
81
Tl
Thallium
204.38
82
Pb
Lead
207.2
83
Bi
Bismuth
208.98
84
Po
Polonium
[208.98]
85
At
Astatine
[209.99]
86
Rn
Radon
[222.02]
87
Fr
Francium
[223.02]
88
Ra
Radium
[226.03]
**
104
Rf
Rutherfordium
[265.12]
105
Db
Dubnium
[268.13]
106
Sg
Seaborgium
[271.13]
107
Bh
Bohrium
[270]
108
Hs
Hassium
[277.15]
109
Mt
Meitnerium
[276.15]
110
Ds
Darmstadtium
[281.16]
111
Rg
Roentgenium
[280.16]
112
Cn
Copernicium
[285.17]
113
Nh
Nihonium
[286.18]
114
Fl
Flerovium
[289.19]
115
Mc
Moscovium
[290.19]
116
Lv
Livermorium
[293]
117
Ts
Tennessine
[294]
118
Og
Oganesson
[295.21]
*
57
La
Lanthanum
138.91
58
Ce
Cerium
140.12
59
Pr
Praseodymium
140.91
60
Nd
Neodymium
144.24
61
Pm
Promethium
[144.91]
62
Sm
Samarium
150.36
63
Eu
Europium
151.96
64
Gd
Gadolinium
157.25
65
Tb
Terbium
158.93
66
Dy
Dysprosium
162.50
67
Ho
Holmium
164.93
68
Er
Erbium
167.26
69
Tm
Thulium
168.93
70
Yb
Ytterbium
173.05
71
Lu
Lutetium
174.97
**
89
Ac
Actinium
[227.03]
90
Th
Thorium
232.04
91
Pa
Protactinium
231.04
92
U
Uranium
238.03
93
Np
Neptunium
[237.05]
94
Pu
Plutonium
[244.06]
95
Am
Americium
[243.06]
96
Cm
Curium
[247.07]
97
Bk
Berkelium
[247.07]
98
Cf
Californium
[251.08]
99
Es
Einsteinium
[252.08]
100
Fm
Fermium
[257.10]
101
Md
Mendelevium
[258.10]
102
No
Nobelium
[259.10]
103
Lr
Lawrencium
[262.11]

Result:

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Introduction to Half Life Calculator:

In the branch of nuclear chemistry, the half life equation calculator plays an important role in determining the decay of radioactive isotopes. Our half life problem solver is a powerful tool for knowing the half life of an element.

Half life calculator

Whether it's a first order half life decay or a second order half life decay our half life formula calculator will find it for you explaining each step for free.

What is meant by half-life?

Half-life or half-life period is the time required to convert 50% of the reactant into products or decomposition of 50% of isotopes. An element or compound can take some seconds, minutes or years to decompose. For example, the half-life period of N2O5 at 45 C is 24 minutes meaning that it will take only 24 minutes for N2O5 to decompose 50% at 45 C.

Relevant: The stoichiometry of the reaction can be determined by our calculator for stoichiometry.

The formula of half-life used by half life problem solver:

The formula used to calculate half life varies from the order of the reaction which means it may be different for one reaction or different for another. The formula for finding first-order, second order, and third-order half-life reactions used by our half life calculator is:

[t1/2] = ln(2)/ƛ

The other formulas for finding the half life of radioactive elements are:

[t1/2]1 = 0.693/k

[t1/2]2 = 1/ka

[t1/2]3 = 1.5/ka2

Where, for the 1st, 2nd, and 3rd order reaction the [t1/2]1,[t1/2]2, and [t1/2] 3 are the half life periods respectively and the “a” is used as an initial concentration or initial amount of the substance or the reaction.

Why is finding the half-life important?

Half-life is a time when half of the atoms in the radioactive material or a substance decay. Finding the half-life is important as it tells how the radioactive substances behave in different time zones. It helps us to predict the behavior a certain element has in the past. This information is important in various fields i.e., in medicine, nuclear energy environmental sciences, etc. It helps us in various ways,

  • Knowing the time to store nuclear waste
  • Knowing about the unknown isotopes
  • Making safe medical treatments

It is also used to find the age of the organic compounds. For example, to identify the age of an organic compound scientists generally use Carbon-14 which helps them to calculate the exact age of an organic compound.

Calculation of time Elapsed using half life calculator with steps:

Half life calculations are tricky and take time but our half life decay calculator is here to help. But here we will give you some examples so you better understand how to calculate half-life manually,

Example 1:

If the initial concentration of HI is 0.05M and the rate constant is 0.079 dm^3 mol^-1s^-1 at 508 C having an expression of Rate = k[HI]2, then find the half-life period of the following reactions,

2HI ⇆ H2 + I2

Solution:

The rate constant shows that the reaction is second order so we will implement the 2nd order formula on the given reaction.

[t1/2]2 = 1/ ( 0.079 dm^3 mol^-1s^-1 * 0.050 mol dm^-3

[t1/2]2 = 253 seconds

Therefore, in 253 seconds half of HI which is 0.05/2 = 0.025 moles are decomposed.

Example 2:

If the decay constant of a substance is 0.96 s^-1. Then find the half life of the substance.

Solution:

We will implement the first-order reaction formula in it,

[t1/2]1 = 0.693/0.96

[t1/2]1 = 0.7seconds

So, it will take 0.7 seconds for the above substance to decay.

Decay Table of half-life:

The decay table of half-life of different radioactive elements is as follows,

Isotopes

Half-life

Decay Constant (per sec)

Uranium 238

4.5 * 10^9 years

5.0 * 10^-18

Plutonium 239

2.4 * 10^4 years

9.2 * 10^-13

Carbon-14

5570 years

3.9 * 10^-12

Radium 226

1622 Years

1.35 * 10^-11

Free Neutron 239

15 minutes

1.1 * 10^-3

Radon 220

52 seconds

1.33 * 10^-2

Lithium 8

0.84 seconds

0.825

Bismuth 214

1.6 * 10^-4 seconds

4.33 * 10^3

Lithium 8

6 * 10^-20 seconds

1.2 * 10^19

How to find a half life equation calculator?

You can find an online half life calculator by following some simple steps. access the Chrome tab and search for an online half-life calculator to get started with your search. Multiple half-life calculators can be found online there.

Whichever calculator that you wish to click on is accessible. You can also get help from our half-life calculator. What you need to start is to understand how to use it.

How to use a half life formula calculator?

You have found our half life calculator. Now you have to know the initial mass, total mass, and remaining mass of the radioactive substance. Therefore, You will type the data in the input section and after that click on the “calculate” button to initiate the calculations. Our half life equation calculator will automatically process the whole data and give you the right answer.

Benefits of using our half life formula calculator:

There are so many benefits that you will get if you choose our half life problem solver. So we are going to tell you those benefits,

  • With our half life decay calculator, you can quickly find the answer. You will save your time if you do it.
  • You can use the online tool at any moment that you desire.
  • You can utilize our half-life calculator for absolutely free.
  • Our calculator comes with an easy-to-understand user interface.
  • because of its automatic nature, which eliminates the risk of human error, our half life calculator gives you accurate results.

Conclusion:

Determining the half life of different radioactive isotopes or elements is so hard to find but now our half life calculator is here to help. You can use it to find the half life of any element you just have to put the known values and it will give you the answer. Now your worries about such questions are gone.