AETHER LOCAL
Runs on the engineer's machine
Local project vault, local math brain, local model runtime, and no outbound telemetry by default.
LOCAL-FIRST · CLOUD ACCESS OPTION AVAILABLE
AETHER RUNS LOCALLY, INSIDE THE CUSTOMER NETWORK, AIR-GAPPED, OR IN AN APPROVED CLOUD SERVERS. USE AETHER MODELS, LOCAL BACKENDS, OR CUSTOMER-APPROVED INTERNAL MODEL SERVERS. WE HAVE A STRICT POLICY AROUND CONTROLLED DATA UPLOADED IN OUR CLOUD SERVERS.
AETHER LOCAL
Local project vault, local math brain, local model runtime, and no outbound telemetry by default.
CLIENT EDITION
Signed builds labelled like local-run-AETHER-client-version, with customer-specific deployment manifests.
ON-PREM / AIR-GAP
Company-hosted models, document indexes, RBAC, audit logs, and offline-capable deployment for restricted programmes.
AETHER CLOUD
Cloud access remains available for demos, education, public data, and customer-approved low-risk workflows.
BUILT FOR
FIVE ENGINES · NO PIPELINE
Each engine operates independently, addressing its own class of analysis. Engage one or all five; no engine depends on another's output, and no fixed sequence is imposed.
(01)ARITHMOSCompute
Aero, thermal, structures, orbital, propulsion and control — assumptions and validity shown.
OPEN ENGINE →
(02)MORPHDesign & Code
Verified Ada/SPARK, C/C++, MATLAB/Simulink and Python — structured for review and test.
OPEN ENGINE →
(03)TELOSRequirements
Drafts, traces and checks requirements, then converts them into test cases.
OPEN ENGINE →
(04)THEMISCompliance
DO-178C, DO-254, AS9100, ARP4754A/4761, FAA/EASA and ITAR — checked clause by clause.
OPEN ENGINE →
(05)DYNAMISAvionics & Embedded
Interface control, power and signal budgets, hardware compliance and fault tolerance.
OPEN ENGINE →
THE GLASS BOX
A result that cannot be traced cannot be certified. Every engine returns the governing basis, the stated assumptions, the computed values, and the resulting artifact — in that order, without exception.
EQUATION Δv₁ = √(μ/r₁) · ( √( 2r₂ / (r₁+r₂) ) − 1 )
ASSUME two-body · impulsive burns · coplanar circular orbits
INPUT r₁ = 6 778 km (LEO 400 km) → r₂ = 42 164 km (GEO)
DERIVE aₜ = ½(r₁+r₂) = 24 471 km · v₁ = 7.669 km/s
RESULT Δv₁ = 2.397 · Δv₂ = 1.457 · Δv_total = 3.854 km/s
-- SPARK: provable, no runtime errors
function Hohmann_Total_Dv (R1, R2 : Orbit_Radius) return Delta_V
with Pre => R2 > R1,
Post => Hohmann_Total_Dv'Result > 0.0;
VERIFIED · TRACEABLE TO FIRST PRINCIPLES
ACCESS & DEPLOYMENT
Cloud for non-sensitive work · Local and on-prem for controlled engineering environments
PRO
$29/mo
RECOMMENDED
ULTRA
$199/mo
ENTERPRISE / CONTRACT
Customannual
AETHER · AEROSPACE INTELLIGENCE