Automate Accrual Earnings with Accrual Rules
What are Accrual Rules?
Automatic accrual rules for PTO earnings define how employees earn paid time off (PTO) throughout the year. These rules are typically set by companies and outlined in their employee handbook or benefits policy. Accruals can happen Yearly, Monthly, Pay Period, Hourly and Hourly %
Creating an Automatic Accrual Rule
Accrual rules can be defined within the PTO Accrual Tracking Feature. Once created, these rules can be assigned to Pay Codes to automatically earn PTO time such as vacation based on length of service or Sick time based on hours worked.
To create a PTO Accrual rule, click the Settings button for the PTO Accrual Tracking Feature.
![](https://timetrak.od2.vtiger.com/public.php?fid=564964&key=b2d4207068c1be077d751f73db071a94)
Next, click the Tab titled "Accrual Rules"
![](https://timetrak.od2.vtiger.com/public.php?fid=564977&key=50f0910bd171b15ea4bf183944ca8d54)
Next, Click the "Add New Accrual Rule" button as seen below.
![](https://timetrak.od2.vtiger.com/public.php?fid=564981&key=a05f270d0d78185c55f079e5c7cccdd2)
Accrual Types
Accrual Types define the accrual year. The accrual type is used when counting taken hours or for carryover amounts.
Anniversary - This accrual year starts on the user's Hire date.
Fiscal - This accrual year starts on January 1st.
![](https://timetrak.od2.vtiger.com/public.php?fid=564997&key=ad82a7695332ca09c489f81b35091826)
Accrual Update Period
Accrual Update Periods define when the employee should receive their PTO time.
Yearly - Updates the accruals once a year, either on the anniversary or the Fiscal Start of January 1st.
Monthly - Updates the accruals each month.
Pay Period - Updates the accruals with every pay period (Weekly, Bi-weekly, Semi-Monthly, or Monthly)
Hourly - Updates the accruals based on hours worked. For example, 1 for every 40 hours worked.
Hourly % - Updates the accruals based on a percentage of hours worked. For example, 2.5% of every hour worked.
![](https://timetrak.od2.vtiger.com/public.php?fid=564999&key=c3160f3b3e4228922f569be116056e92)
Prevent Negatives
When enabled, Prevent Negatives will prevent the user's available PTO balance from dropping below 0. This is done by preventing additional PTO requests, preventing the approval of pending PTO requests that may cause the user to drop below 0, or by preventing manual time card entries that may cause a negative PTO balance.
![](https://timetrak.od2.vtiger.com/public.php?fid=565004&key=5823fa523405d43c763be1397b94f782)
Assign Default Pay Codes
This setting will link the new Accrual Rule to an existing Pay Code. This prompt to assign this rule to all existing users as well as all new hires. This is an optional setting and can be configured individually for each user. For example, if part-time employees are not entitled to Vacation time, it can be turned off later for those employees.
![](https://timetrak.od2.vtiger.com/public.php?fid=565015&key=bd38e9592b3ce370ff10b97377bbea37)
When prompted, Selecting Yes, Assign Users will automatically assign this rule to all users.
![](https://timetrak.od2.vtiger.com/public.php?fid=565020&key=9a1b2e525458d315ec570b7304827518)
Editing the new Accrual Rule to the Hours to Earn.
Once the rule has been created, you can edit the rule to configure how many hours should be Earned.
![](https://timetrak.od2.vtiger.com/public.php?fid=565026&key=ee91a0a7a8a0913229d5d3b53807a9f6)
![](https://timetrak.od2.vtiger.com/public.php?fid=565050&key=5c1cd5a16ea27b2f32ac95da985423b7)
Setting Hours to Earn, Maximum Accrual, Maximum Carryover, And Maximum Balance
Hours to Earn - This is the number of hours to Earn, based on the Accrual Update period. For example, 32.00 Hours per Year
Maximum Accrual Per Year - This is the Maximum Earned Hours during the Accrual Year. This setting will often match the Hours to Earn amount, however in some accruals such as Hourly % (Percentage) the Maximum Accrual Per Year Might be set to cap the accrual from earning.
Maximum Carryover Per Year - This is the Maximum Carryover amount from Accrual Year, to Accrual Year. Set as 0 when NO Carryover is allowed.
Maximum Balance - This is the Maximum Balance Allowed for the Accrual. It will take the Earned, Carryover, and Opening Balances and will never exceed this amount.
Use Accrual Levels?
This optional setting is required when the Hours to Earn is different based on the length of service. For example, Vacation rules that are based on seniority,
Example Accrual Levels
1 Year = 40 Hours of Vacation
2+ Years = 80 Hours of Vacation
5+ Years = 120 Hours of Vacation
10+ Years = 160 Hours of Vacation
![](data:image/png;base64,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)
When enabled, multiple levels per Accrual Rule can be configured based on Lenth of Service (Months)
![](https://timetrak.od2.vtiger.com/public.php?fid=565084&key=0ea3827daff375a285a00f45cfc8a986)
Additional levels can be added or edited as seen here.