This work presents a model using system identification approach namely as ARX to represent the dynamic response for essential oil extraction process. A disturbance was collected using MATLAB Simulink. The 3000 samples of data was collected by using PRBS as an input and temperature in separated into two groups; training data and estimation dThe model estimation was done by using linear regression method. The robustness of the model was evaluated by using best fit (R analysis and residual analysis (histogram successfully capturing the dynamic response of extraction process by provide the high best fit, low RMSE error and normally distributed by producing small mean and variance. This work presents a model using system identification approach namely as ARX to represent the dynamic response for essential oil extraction process. A fresh set of data under feed in disturbance was collected using MATLAB Simulink. The 3000 samples of data was collected by using PRBS as an input and temperature in o C as an output. The collected data was separated into two groups; training data and estimation data by using interlacing technique.The model estimation was done by using linear regression method. The robustness of the model was evaluated by using best fit (R 2 ), OSA, root mean square error (RMSE), correlation analysis and residual analysis (histogram). Based on validation results, the ARX model was successfully capturing the dynamic response of extraction process by provide the high best fit, low RMSE error and normally distributed by producing small mean and variance.regressive with exogenous input (ARX); pseudo-random binary (PRBS);hnique; prediction error method; one-step ahead prediction (OSA). This work presents a model using system identification approach namely as ARX to represent set of data under feed in disturbance was collected using MATLAB Simulink. The 3000 samples of data was collected C as an output. The collected data was ata by using interlacing technique.The model estimation was done by using linear regression method. The robustness of the ), OSA, root mean square error (RMSE), correlation ). Based on validation results, the ARX model was successfully capturing the dynamic response of extraction process by provide the high best fit, low RMSE error and normally distributed by producing small mean and variance.random binary (PRBS); step ahead prediction (OSA).