{"product_id":11411,"v_id":11411,"product_name":"Samsung Electronics Co., Ltd. Samsung Knox File Encryption 1.5 - Fall","certification_status":"Certified","certification_date":"2023-11-07T00:00:00Z","tech_type":"Application Software, Encrypted Storage","vendor_id":{"name":"Samsung Electronics Co., Ltd.","website":"www.samsung.com"},"vendor_poc":"Ranjit Mallela","vendor_phone":"6508611549","vendor_email":"r.mallela@samsung.com","assigned_lab":{"cctl_name":"Gossamer Security Solutions"},"product_description":"<p class=\"MsoBodyText\">The Target of Evaluation (TOE) is Samsung Knox File Encryption 1.5 &ndash; Fall.<span style=\"mso-spacerun: yes;\">&nbsp; </span>The TOE is a software service built into Samsung Android 13 with Knox 3.9 to provide file encryption. Samsung Knox File Encryption is designed to provide a second encryption layer similar to and on top of the file-based encryption (FBE) layer for the entire device. The Knox File Encryption service runs in the background and utilizes Samsung Android cryptographic modules to provide file encryption services. The service is designed to run without any user intervention as all files will be encrypted automatically.</p>\r\n<p class=\"MsoBodyText\">Knox File Encryption can be configured to encrypt files in a Knox work profile and the entire device except for Galaxy Tab Active 3 device which encrypts only in a Knox work profile. When configured as part of a Knox work profile, the service relies on the Knox work profile to provide the user&rsquo;s password for authentication (the password entered for the work profile), and then encrypts all files stored in the Knox work profile. When configured to encrypt all contents of the device, Knox File Encryption provides an authentication prompt (separate from the device lock screen). In this configuration all files stored on the device will be encrypted.</p>\r\n<p class=\"MsoBodyText\">The Master Key (MKDD) is protected by a Trusted App inside TrustZone by the user&rsquo;s password. Each encrypted file is protected by a uniquely generated FEK which is encrypted by the Master Key as a KEK. The administrator can specify a period of inactivity after which the Master Key and all FEKs are wiped from memory to fully lock the encrypted files.</p>","evaluation_configuration":"<p class=\"Body\">The evaluated configuration consists of the Samsung Knox File Encryption 1.5- Fall (the version is listed as &ldquo;DualDAR&rdquo;) on the following devices:</p>\r\n<p><img style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"\" width=\"889\" height=\"265\" /></p>\r\n<p class=\"MsoBodyText\">In addition to the evaluated devices, the following device models are claimed as equivalent with a note about the differences between the evaluated device and the equivalent models.</p>\r\n<p class=\"MsoBodyText\"><img style=\"display: block; margin-left: auto; margin-right: auto;\" 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\" alt=\"\" width=\"835\" height=\"265\" /></p>","security_evaluation_summary":"<p class=\"MsoNormal\" style=\"text-align: justify; mso-outline-level: 1;\">The evaluation was carried out in accordance to the Common Criteria Evaluation and Validation Scheme (CCEVS) requirements and guidance.<span style=\"mso-spacerun: yes;\">&nbsp; </span>The evaluation demonstrated that <span style=\"mso-bidi-font-style: italic;\">the TOE </span>meets the security requirements contained in the Security Target.<span style=\"mso-spacerun: yes;\">&nbsp; </span>The criteria against which the TOE was judged are described in the Common Criteria for Information Technology Security Evaluation, Version 3.1, Revision 5, April 2017. The evaluation methodology used by the evaluation team to conduct the evaluation is the Common Methodology for Information Technology Security Evaluation, Evaluation Methodology, Version 3.1, Revision 5, April 2017.<span style=\"mso-spacerun: yes;\">&nbsp; </span>The product, when delivered and configured as identified in the <span style=\"mso-no-proof: yes;\">Samsung File Encryption 1.5 Administrator Guide</span>, Version <span style=\"mso-no-proof: yes;\">1.5</span>, <span style=\"mso-no-proof: yes;\">September 20, 2023</span> document, satisfies all of the security functional requirements stated in the <span style=\"mso-no-proof: yes;\">Samsung Electronics Co., Ltd. Samsung Knox File Encryption 1.5 - Fall Security Target</span>, Version <span style=\"mso-no-proof: yes;\">0.2</span>, <span style=\"mso-no-proof: yes;\">September 20, 2023</span>.<span style=\"mso-spacerun: yes;\">&nbsp; </span>The project underwent CCEVS Validator review.<span style=\"mso-spacerun: yes;\">&nbsp; </span>The evaluation was completed in <span style=\"mso-no-proof: yes;\">November 2023</span>.<span style=\"mso-spacerun: yes;\">&nbsp; </span>Results of the evaluation can be found in the Common Criteria Evaluation and Validation Scheme Validation Report (report number CCEVS-VR-VID<span style=\"mso-no-proof: yes;\">11411-2023</span>) prepared by CCEVS.</p>","environmental_strengths":"<p class=\"MsoNormal\" style=\"text-align: justify; mso-outline-level: 1;\">The logical boundaries of the <span style=\"mso-no-proof: yes;\">Knox File Encryption</span> are realized in the security functions that it implements. Each of these security functions is summarized below.</p>\r\n<p class=\"MsoNormal\" style=\"text-align: justify; page-break-after: avoid; mso-outline-level: 1;\"><strong>Cryptographic support:</strong></p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: 6.0pt; text-align: justify;\">The TOE runs as part of Samsung Android 13 with Knox 3.9 and includes several cryptographic libraries for encryption/decryption/cryptographic hashing functions for securing file contents and TOE keys.</p>\r\n<p class=\"MsoNormal\" style=\"text-align: justify; mso-outline-level: 1;\"><strong>User data protection:</strong></p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: 6.0pt; text-align: justify;\">Depending on the FEB configuration, the TOE either protects all user data within the Knox work profile or the entire device by providing an automatic encryption service for all stored files; applications do not have to be made aware of the Knox File Encryption service to be protected. All keys are AES 256-bit, using AES-GCM for FEK protection and AES-CBC for file content protection.</p>\r\n<p class=\"MsoNormal\" style=\"text-align: justify; mso-outline-level: 1;\"><strong>Identification and authentication:</strong></p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: 6.0pt; text-align: justify;\">Depending on the FEB configuration, the TOE either utilizes the authentication services provided by the Knox work profile or its own authentication dialog to unlock the Master Key. Unsuccessful authentication will prevent the Master Key from being unlocked, and hence no encrypted files can be accessed.</p>\r\n<p class=\"MsoNormal\" style=\"text-align: justify; mso-outline-level: 1;\"><strong>Security management:</strong></p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: 6.0pt; text-align: justify;\">The services provided by the TOE are not available until either a Knox File Encryption has been enabled. Authentication management and the work profile lock settings are handled by the Knox work profile management and are generic for all Knox work profile configurations. When the whole device is configured for encryption authentication settings are handled by a combination of the device authentication settings and additional Knox File Encryption settings. In either case, these settings cannot be managed directly on the device but must be configured from the MDM.</p>\r\n<p class=\"MsoNormal\" style=\"text-align: justify; mso-outline-level: 1;\"><strong>Privacy:</strong></p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: 6.0pt; text-align: justify;\">The TOE does not transmit Personally Identifiable Information over any network interfaces nor does it request access to any applications that may contain such information.</p>\r\n<p class=\"MsoNormal\" style=\"text-align: justify; mso-outline-level: 1;\"><strong>Protection of the TSF:</strong></p>\r\n<p class=\"MsoBodyText\">The TOE relies on the physical boundary of the evaluated platform as well as the Samsung Android operating system for the protection of the TOE&rsquo;s components.</p>\r\n<p class=\"MsoBodyText\">The TOE relies on the Samsung Android operating system to provide updates as the software is incorporated as part of the device image. The version of the Knox File Encryption software can be seen in the <em style=\"mso-bidi-font-style: normal;\">About Device</em> page with the <em style=\"mso-bidi-font-style: normal;\">Knox version</em> information (as the DualDAR version).</p>\r\n<p class=\"MsoNormal\" style=\"margin-bottom: 6.0pt; text-align: justify;\">The TOE is a Samsung component, and all code is maintained solely by Samsung. Only documented APIs available in Samsung Android (which includes the Knox work profile and Samsung cryptographic libraries) are used.</p>\r\n<p class=\"MsoNormal\" style=\"text-align: justify; mso-outline-level: 1;\"><strong>Trusted path/channels:</strong></p>\r\n<p class=\"Body\">The TOE does not transmit Personally Identifiable Information over any network interfaces.</p>","features":[]}