# ACID Properties

RDBMS works under 4 properties (ACID)

![](data:image/png;base64,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 align="center")

## Atomicity

> If any operation is performed on the data, either the entire transaction should be executed or should not be executed at all. 

*   Single unit of work = Multiple queries.
    
*   For example, in an application that transfers funds from one account to another, the atomicity property ensures that, if a debit is made successfully from one account, the corresponding credit is made to the other account.
    

![](data:image/png;base64,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 align="center")

*   In the above diagram, it can be seen that after crediting $10, the amount is still $100 in account B. So, it is not an atomic transaction.
    

## **Consistency**

> Data is in a consistent state when a transaction starts and when it ends.

For example, in an application that transfers funds from one account to another, the consistency property ensures that the total value of funds in both the accounts is the same at the start and end of each transaction.

## **Isolation**

> Isolation means that any data being used during the processing of one transaction cannot be used by another transaction until the first transaction is complete.

For example, if two people deposit $100 into another account with a balance of $900, the first transaction must add $100 to $900, and the second must add $100 to $1000. If the second transaction reads the $900 before the first transaction has completed, both transactions will seem to succeed, but $100 will have gone missing. The second transaction must wait until it alone is accessing the data.

## **Durability**

> Durability refers to the fact that once data from a transaction has been committed, its effects will remain, even after a system failure. 

While a transaction is under way, the effects are not persistent. If the database crashes, backups will always restore it to a consistent state prior to the transaction commencing. Nothing a transaction does should be able to change this fact.

For example, in an application that transfers funds from one account to another, the durability property ensures that the changes made to each account will not be reversed.
