# Frequently Asked Question

The **IBV** as reference center has as its maximum the improvement of its products and services considering the current regulations as well as the improvements and advances that are produced from the scientific and technical point of view.

For some time now, researchers and clients have been pointing out "wrong" behavior in calculating the **OCRA Index** for certain very specific cases.

This behavior affected mainly the cases of analysis where it was considered more than one sub-task. So far, and as stated in UNE EN 1005-5 (2007), the **OCRA **index was calculated as the quotient between ATA and RTA, so that when there was more than one sub-task, it performed an averaging. This averaging favored incoherent results in some cases when several subtasks were considered in the analysis.

The authors of the **OCRA method** itself, had also noticed this aspect, which they collected in the article "Ocra method: a new procedure for analyzing multiple repetitive tasks [E. Occhipinti, D. Colombini, 2009].

For this reason, and following the indications of the authors of the **OCRA method**, in version 17 of **Ergo / IBV**, the calculation of the **OCRA index** is no longer obtained as an average, but rather the following formula is used to obtain it:

**OCRA Multitask = OCRA**

_{1}

*(DuM*

_{1}

*) + (ΔOCRA*

_{1}

*x K)*where:

| Repetitive subtasks ordered by the values of the OCRA index (1 = the highest, N = the lowest) calculated considering the multipliers of the real duration (DuMi) and RcM (the same for all the tasks). |

| Duration multiplier considering the actual duration of sub-task i. |

| Duration multiplier considering the total duration of all repetitive subtasks. |

| OCRA of sub-task 1 considering DuM, minus OCRA of sub-task 1 considering DuM1 |

| |

| Score of sub-task i considering DuM. |

| Time fraction of sub-task i (value from 0 to 1) with respect to the total time that the repetitive task lasts. |

The current calculation method for the **OCRA index** follows the same fundamentals used by the **NIOSH equation** to assess the risk of manual handling of loads in multiple tasks. It takes the initial index of the highest risk sub-task and adds increments in an orderly manner for the other sub-tasks.

This change only affects the final calculation of the **OCRA index**, and is not reflected in the calculation of **ATA **and **RTA**, which are calculated in the same way:

**ATA** is obtained by the following equation:

ATA=j=1n[*F*_{j}*x D***_{j}**]

where:

| Number of repetitive subtasks performed during the working day |

| Generic repetitive subtask |

| Frequency (technical actions / min) of sub-task j |

| Duration (minutes) of sub-task j |

And **RTA** is obtained by the following equation:

RTA= j=1n[*CF x D*_{j}*x ( FoM*_{j}*x PoM*_{j}*x ReM*_{j}*x AdM*_{j}*x DuM*_{j}*)*] *x RcM*

where:

| Number of repetitive subtasks performed during the working day |

| Generic repetitive subtask |

| Frequency constant = 30 |

| Duration (minutes) of sub-task j |

| Force multiplier of sub-task j |

| Posture multiplier of sub-task j |

| Repetitiveness multipliers of sub-task j |

| Additional multiplier of sub-task j |

| Duration multiplier of sub-task j |

| Recovery multiplier |

The new formula for obtaining the **OCRA index** solves the calculation problem when several subtasks are considered in an analysis, as well as allowing a reliable analysis of rotations between different tasks analyzed with **OCRA**.