The Egli model is typically suitable for cellular communication scenarios where one antenna is fixed and another is mobile. The model is applicable to scenarios where the transmission has to go over an irregular terrain. However, the model does not take into account travel through some vegetative obstruction, such as trees or shrubbery.

Frequency: The model is typically applied to VHF and UHF spectrum transmissions.

The Egli model is formally expressed as:

${\displaystyle P_{R}=G_{B}G_{M}\left[{\frac {h_{B}h_{M}}{d^{2}}}\right]^{2}\left[{\frac {40}{f}}\right]^{2}P_{T}}$ 

Where,

${\displaystyle P_{R}}$  = Receive power [W]

${\displaystyle P_{T}}$  = Transmit power [W]

${\displaystyle G_{B}}$  = Absolute gain of the base station antenna.

${\displaystyle G_{M}}$  = Absolute gain of the mobile station antenna.

${\displaystyle h_{B}}$  = Height of the base station antenna. [m]

${\displaystyle h_{M}}$  = Height of the mobile station antenna. [m]

${\displaystyle d}$  = Distance from base station antenna. [m]

${\displaystyle f}$  = Frequency of transmission. [MHz]

This model predicts the path loss as a whole and does not subdivide the loss into free space loss and other losses.

• Longley–Rice model
• ITU terrain model
• International Telecommunication Union

• Introduction to RF propagation, John S. Seybold, 2005, John Wiley and Sons Inc.