In this paper, the comprehensive and non-linear unsteady performance of a turbofan engine is illustrated and modelled using the Pseudo Bond Graph approach. Furthermore, a full-scale turbofan engine test run is conducted to validate this model. The Bond Graph method serves as a pivotal approach for the analytical demonstration of interdisciplinary dynamical systems, such as turbofan engines, addressing unsteady performance effects. All physical quantities of the system are divided into efforts and flows to connect the various subsystems of the turbofan engine in the Pseudo Bond Graph theory, describing the multidisciplinary approach in more detail. The Pseudo Bond Graph is universally understandable and can be extended to multiple physical domains. The governing system of differential equations can be derived easily from the Pseudo Bond Graph. This paper adeptly transfers the dynamic system of the turbofan engine into a quasi-1D system, which is then explained in the Bond Graph methodology. This model is implemented within the in-house software tool ASTOR. ASTOR is implemented in the Matlab and Simulink environment. The model considered here represents the turbofan engine of the TU Braunschweig. Following the model's development, a full-scale test run of the research turbofan engine is conducted at the MTU Hannover test facility. Herein, slam acceleration and deceleration are performed. Due to the highly instrumented engine and test cell, the performance-specific variables can be recorded in a time-resolved manner, enabling the numerical model's validation.