  We develop a Hamiltonian model that incorporates the spin, spin-orbit, and
isospin interactions to determine the masses of the ground states of
single-bottom baryons and their excitations up to the $D$-wave. Furthermore, we
calculate the strong decay widths of single-bottom baryons using the $^3P_0$
model. Our calculations consider final states comprising bottom
baryon-(vector/pseudoscalar) meson pairs and (octet/decuplet)
baryon-(pseudoscalar/vector) bottom meson pairs within a constituent quark
model. In that respect, this is the most complete investigation which has ever
been performed in the single bottom baryon sector so far. Additionally, we
compute the electromagnetic decay widths from $P$-wave states to ground states.
The electromagnetic decays become dominant in cases where the strong decays are
suppressed. The experimental uncertainties are propagated to the model
parameters using a Monte Carlo bootstrap method. Our quantum number
assignments, as well as our mass and strong decay width predictions, are in
reasonable agreement with the available data. We also provide the partial decay
widths for each open flavor channel. Our predictions of mass spectra and decay
widths provide valuable information for the experiments seeking to identify new
bottom baryons and knowledge of possible decay channels can aid in their
identification in the data. Therefore, our results will be able to guide future
searches for the undiscovered single bottom baryons at LHCb, ATLAS, and CMS.
